![](/grafik/intetbillede.jpg) | ESM 0086 x0711.02 0100 Keramik
Sortbrændt sideskår 3,5 x 3,0 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0833.01 0100 Keramik
Syv røde sideskår. Det ene glaseret rødgods - nyere tid? Resten er rødbrændte muligvis vikingetid. |
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) | GRM 501 X2198 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på begge sider
Diameter: 9 cm. |
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) | GRM 501 X2160 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på begge sider
Diameter: 10 cm. |
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) | GRM 501 X2196 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Diameter: 9 cm. |
![](/grafik/intetbillede.jpg) | ASR 742 x6 010201 O2 gods-side
1 bugskår. |
![](/grafik/intetbillede.jpg) | ASR 742 x8 040503 Forslagget ler/sand
1 stk. slagger. |
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) | GRM 501 X2195 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Diameter: 9,5 cm. |
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) | GRM 501 X2180 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Diameter: 9,5 cm. |
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Vjx+78szSKdzYA5PH1/P8K+nf2d/Fxt/GF3pMjlYL+IvGucjzUwfXrt3/kK9XLKzp1fZy2Z5WZ0VUpc8d0fSqtU6NVUGpFavrkfIlhm4r8Sf2lbi9j+OnxxksRI13HrR2PDOyui+Y2fkH3xtzn0HNftgzcV+Jn7S++6+N/xtgtXt47mTW2A80hJGxK2QrlgFGM5z16VrHcmex4F4k8VX3ia00m2vUghTS7VbWLykKllGAGfnlsKozxwo9KKzdR0qXSobRpgoN1CJ1UdVUsQMjsTjI9iD3oqzA/pXooormAKZNMtvDJK33UUscegGafWd4ilaHQdRkUbmW3kIHr8pqZPli2VFc0kjw7xBdLdahcXs6Jvdi4DDPXP+IrCa9MbLJ8rFvmyOh54/nUmsCe6ukaSVooZECGHbwMc5B65/wAKxfEWrwaFod3qFwxS3tYzIx5ICjv/AFr84lPmk5S6n6ZGHLFRib7MNkpjcCeSMSoA3G3phR/Oq9hK9vdJcOuZl/duzAE4J/lXyt8Of2ytW1HxveWWpabFPpDzmGCKCMrPGgI2ENkhvlYkjAzjjOa+qLFl1Jbe9tDHLa3I3CRWyNp5BX8DWFSLpO0lubR95XIdYmN4sjRyARnktjIFeX/EbxEvhjTLmWzeeO7XiNpQDy2fn9hyf0r1qaFLO3VJthIYuXYbc8/X3rxz9obSbmTwJbyvdLNcCQrNJsxlCeMKOAQD+OM0qLUpqLQql1F2PNfhL8NYPGWrXHiHWj9vsredkht5lG2WTIJZvUA9u/HpivoLpx2rzj9n/Uorz4fpEuBNb3EiSrnkEnIP4givRwu4193h4qFJWPgsZOU60r9CC80+31K2e3uoUuIHGGjkUEGvMLHwSfhpr08+k3DIlwTJHGF6A9VPPoMZ/wAePXUU4rwTxV8Qo/Enxi1bR7E+dZaDYpb3BLbVNxJKpYAjPRQB2+ZSPeuXGpTpu51ZdKcayS2Z7voMmn6lpEVzHCzSvlHQ53b+O/b8aqa1ZtMHgOY7Jo2KySDcuScbT14I71k+CJTf6lLbANF+7Eki54z68j2xXR3ypJGInfEUaD5zkjOOvX/PNfE3calrn29k43seI69Fqmh6gJNNSKZIowGtVHXa+MrtG4cYxjv2PbQ3G+0KBrixZorxFkNvddVyOhHryec9PStqVTbx3DyCN5GYiOU5yRk/NjPTGeP/ANVZvKxBtrJ5a7ix4DYHH+f8a9FSOQoqbO3gks7aDyY1TBdSSHJBGBz2rY8C6tJ4Y8RaXqKyNJLbyJLkDHmY+9x78/nWbJMk1mqkZRjkyDGOe4//AF1Haxs10FWXerNuRs429Tj+f61tCfI04mco88WpH6BWtzHd28U8TbopVDow7gjINWAa5b4ayNJ4D0JnOT9kRQfYDA/TFdQtffRfNFS7nwclyyaBmr8SP2mszfGj44xG5e3VtbZiDFmJsTMQGYKdp446ZJr9tX6V+JH7S9rHN8avjYbiSeC2/t1t8sRBUHzmxuTI3ZP5da3juZT2PnmW6uLyOJbm5knSFfLjWRywRR/CM9B7CitfxBpej2dlpD6ZfPdTT2qyXUbYPlSHqBgcDrwcnAB78FbGB/SFRRRXGAVU1eLz9JvY8bt8LrgjOcqat0Umrqw4vlaZ8zakZ590LoW8vpxjJ5/Ouc8Y6GPE3hjUbN0LIsZwjAESKMnaR17enevQNU03+x/FWpWbhVYOXU4xuDElT78Efn7VjL5K6pcQYZfMUP8AKMBhnt3yOn4j1r8zqp0pyg9Gj9OpzVSKlHVM+JtJ8D23g/xRBe3VvC9wk7wOGQFC33RgHqMA8njg57Cvqj4YXA03S5bSMN5QdZTtycu3LYJ6DjOKXxB8L9LkkSaNl5GRuYjBLFjz7k9OnH5XY0+zJbRW+Ut41K/ukG1yRjnjse4NKTdVWZtzJbGxe3FvqVw3mlkkkO2ON2OAwBOeK5fxjZrrHhnUNNuYjMZ43VGKnEe0bucduM/T61r3V1L9j8t9tqGfBm5Jbgf3Qcdx+A9RTY/DtpCsCoJJGWRy/nOSz5+Y89x1HI6AV505uD0OiEE1qfPHgjWk+FfiaXS9XlhW0vY0ZZoVZiOPkYgA8H17bhmvbLjVrHT7Vrq7vLe2tlXcZppVRAPXcTjFcZ8Uvh7puqR3Ed1cfZ9QhiMlrdLJtMTbgQ7YA4BwOR/9bzPS/wBmvSfE1vrF/wCJNIj1G6t7hwn2hmicxISoLMCoOcZByVOcjAr6PCZqoU+WojwMblPtp+0puxW+K37XcP2+Twv8NYB4g1uT92dTjw1vDnjKdmIOPmPyj3rnvBngWfwN4WMF063OtapKktzdLJuZpd+WG7qQBge5JPevUvDvwltfBUITS9AgsrSRVffaL9/Of4sc/XJq/cfZdQmiSWz8sQnnegBjccfL6ZIB54+UcVdXHKtZR2DD4H6vq9zsfBttLazSXZTbIiYOw+oyev8Aniuq1G4AsgUiSbC7T8wXnHGOP1rC8M2aLbzJHMsjTOoKF/ujjrgZx/ge1Hilvs0OlwLOIhNMC0hyG+6QFC45J9+/5V89UfNUsz3IL3bnF6nHJHquyV2eaQgJ8xKx8nt9K8k8Vv8AZYptLt57y8t1mlkxPMzeV8wBUk9sFgoOMV7XJpMXmQtNOWfG12JBbJPX6kcY964TXPhfBNq4vL6f7Ppfm+bJDGMtPlyxU8HbuLcnjgV3wqRjqzm5JS0RT+HcNxH8PdMe+8xi2+SJWQBijNlSfTrW7occrXcyuMr5IZDtOdxLcE59q1tU3R7YI8Kij5lXAAXH3a7z4MeE18XeNLeCeMGy08fapg44baw2r+LY/DNa0VLETUIbtmVaSoQcp9EfT/g3TpdJ8KaNZT/6+C0ijk4x84Qbv1zW2KjWniv0dJRSR+fyd3djZOlfiF+0tHbv8bfjU1xHHMf7dlVP3gWRf3rYKgqcjOM9OK/b5+lfiP8AtF3MEHxs+NT3EcVwo8QSL5MkbZb98+MOpG0j9a1juZT2PnzbiNVB+Y89egorb13UrK/tdLe3tFtZIbVYZsIqh3BOX45ORjknOc9BgUVuYH9HlFFFcQBRRRQB5T8XtDuF1bTdWtQqK6m3nkxyvUqfxyR+Aryl75dPMzvKoE0pIYnIOehH6Z+lfUOqafBq1hNZ3C7oZV2t6j0I9wea+X/il8M/EnhfF5LPZ3ulPL9niaFmSVAQzBnBXA+7jr6V8xmWBlKbqw2e59XlmOioKjPdbHH6h44t7WZ7e7mWaW3tprxdrbd0avgooPcArnnuD3rxKH9r5I/GbaNqPhuW2sJBuju7a4ErpjJJaMqOMeh4x3rubPw7JqHjtI54P+JdY2DFJSGYymVgrA+mNvHtu9q888c/s0wSapJq1lL+889XigIOwx7uU5OenQ+35/PU1CO70PppXZ9CeEfGVjqumw3tpO17BIBINsmTzjA2NnacEcfWujj1qCOYlJxhm+WMpuZeMHHoPU+30rxTwb4XvdJ8i4s7yaExuEKkbvQ7SPw+mOfp12pa1LZ6lKEiV2UKAwUAHj5iB+f51y1KMZao09o46G3rGk6nfaqssUscMFzxNuGWZVU4/DLeo7VzfiOy16XxlHbppon8NmzYzO11tWSRuMSL/dx7DHBz1Bt/8JNDMjLeTiFg5bydxUZJ4JHp1p2oeObLR7cx3N0saqFeQby25TnAUD+Q5rjVOUdLHT7VSO0m+ySx24niaNzGiLCsgKKdpOMH8+3auZ8SW1uywzNCJZ7hCMIjFSCSSDgYz0/KvO/EHx68NeCo7y7kuJLoF8fZYY3admAwxAIIHRRgkY/WvMPgz8f/AB1448WIdY0uC20LUJ1jhhiLLJbKGI5Yn5vlPPToMYrop4eqk5xWi76fcc8qkG+RvVnudvr6+G/7R1KeIRQ2i48sMcNgZLdOg5HGecivib4rfHPxheeLE1KDWjb20V5vg0v5QPLDHg8ZwR+ByK+vviNp8z2zLbo5V4tpRhkj0X2PPSvDLj9nuy8dagbt44Ua2Gzbz91Np5x/eB49M16GFdKP72a3OetGpJezi7HsnhjxJLr/AIdsdYmkYiWBfK83llAAHX2+tbVnfxyRJJI+5wQSXAI7cf59K5Tw/wCJdHvtL1fTLSFYjp9yIUhUnoVBGVHIAJIIx1B9Kbq9xFJfW9gW8uJzlyTt6dvcHB/SuaUea6tY3i+Vpp3Nm4uoNSvGSBiY153Kv3wcHAPfgCvrP4G+Cl8J+EUnlh8u+v8AEsm77yxj7in8Dn6sa8a+Bfwot/FmpR6xNE40Szf93nAE7j/lmPVARk/XH0+ql46V9PkuFcV7eSt2/wAz5rOMVzS9hF3tv/kPWnimLThX1B8wDdK/Eb9oy4e3+NHxowshR/EEu5fKV4yDO4yxIOD6Ed6/blhxX4jftDNfw/Gj42XGni7E0evy5ltZiuxPOfdlQeRjP05raO5M9jwKYEzfMpBbBVMYyCMj9MUVq33iK91S301r2TzfsVuttbr0CIowPx9/pRW5zn9H1FFFcQwooooAZVPWNItde02ewvYvNtpl2uvQ+xB7EHmrxFNo30Y07O6Pl/xl8F9a8DalLqtjdf2too2j5iFnhG7+PswGRgjpg8Vx114msPtEcV4jJMjHy2GQAcEEgdOfxr7Ku7WO7gkilRZIpFKujDIIPUGvmH4rfAfXtHtZ7vw1J/adkvP2SRczR9OmPvcDGevqDivmcblqv7Sij6rA5k2vZ1nr3OXjv7G4aU2s20uMs2MMMZwvX3NZ1xa+RCcTbi2PMMnAXJ4zz06//Wrzq6tNbi8UXNxOl1baVptuQscYJaeZxksfXao4HqT3xjdl8SSSTGGfmPAyZCMjoTt4/wBkV89Km1rFn0UZJ7i3Wix3dw5hZBJJjfIQCG78VUvvBNq0eJRJKWxtcuw54zjk4596tW2oQ3FjOYZ/s0kzblMi7ivHBCnr0qzeapc6fvtERpZdqM8wQHgjoO+c569qTbTsJK6ucdq/wa0/WbhpoIfLmUhgTkEc5Iz05BPWmaR8PX8J6wNRZ/MmjGyOG1jCjpjJPqOenr6DFdZqfixtNslkkjJMgJUMOvtjGc9awotfkuGmuDNJCHzhEx0yR6e3UU7yat0DRM2bvxJfasZY7fTljsTzJcTyFip6bgvbt1I61h+IfFnlQi1sUhiMeGJ6ucjAPX2J7dqyvEPiS5vrgi23W21NqSNnHbPX27jBH8neEvDOv+LLpNP06yk1XWJIw7EFVRcDqSeFHufX6VNOi3olfyLlUUfecreZgaL4djW+vr+VGae7lEjs5AZn5OCo4wCSR/vGvcPg18A5Picseq+I7Key0OKT93vcCa/AweCCdsZOeQQSABxzj0v4U/syWeh2NveeLNmpascO1rE5NvGR2JwPMPrwB2wep92ht1hjSNECIo2qqjAAHQAV9NhMtfN7Sv8Ad/n/AJHzeLzJcrp0Pv8A8v8AMh0vS7TRrCCxsLaK0tIF2RQQoFRB6ACrq0ioalVa+jPnAUdqkApVWpFWmhkTDivw8/aItTffGb40ops0mPiScIbidYnwJ3J2FiAc9+fSv3HkXivwz/aMkjf4w/GxGuoLUjxHOypLC7NIRPJwrAHafqMHPUda2iRPY8c1zQbnQVsDPLFJ9rt47lBGWOxXUMoOQOcEdMjnFFZbXUtwIkkkaURrtTcxO0ddo9BRWhgf0s0UUVyDCiiigApGpaaaAEqKRM5qWkNNFI85+IXwc0Tx5E8kkS2Wo4IW7iQEk/7Q/i/MH3r5l8Ufs9+MtB1DYthNrFuzELcaftYbQDjKscjjGRjqO+a+23WoJErgrYGjWfM1Z+R6VDHVaK5U7rzPze17+0tCkSF7WW3kYYZLqJopE4/iB5rO1TxNqEdqimOGW4kU4bYeG24B69M9v8K/SW5tIrhdssSSr6OoI/Wue1f4deFtdz/aHhzS7tv70tnGW/A4zXmyylPaX4Hpxza28PxPzqvNQnuV+0zXVz9oYKP3ykJkdRsyOMg/UU2zludXvEtLG1mvb6TKJBEpdzz2UDn8BX3lcfs7/Du8kaSXwvasW6jzJAv4ANgV1fhXwD4e8FwyR6Fo9npayY8w28QVnx03N1P4mphlLvaUtDSebJr3Y6nzD8Mf2YvEWuTQXfiwLpFkMM1uCrzzLnODgnb25PPtX1L4f8K6b4X09LLS7KKytl/gjXGT6k9Sfc81trGB2p+2vZw+FpYde4te541fFVcQ/fehW8ml8mrG0Uba67HIQLHTwlSbaUCiwxirT9tLiloAjbpX4YftCyRN8XfjatzPeQW3/CTzlvs9usqki4kK7slcc+h/A1+58nQ1+FX7Q3lSfFL43STW1xKo8UXK+ZDcCNEb7RLt3Kc7uQO34itYmctjyLXLLSrX+zF0m6e6aazjluyzhgkxBLqBtGAOBg5780Vh2yiIZB4zj60VoZn9MVFFFcgBRRSZoAWmmgtTd1OwC0hpN1NZ6ZQNUTCn7s03NMZXdKj8urTCmGkO5AI6eBStxTd1A7jqWo/Mo8ymFyTijio/MFL5goFckpaiDil8ygdySkpm73pd/vQK4knQ1+En7QE8cPxS+NM0llaXg/4Sq6UedK6subiXkKpBP58ehr92ZGG081+Dvx+uHj+JHxoeJbRpH8U3aYkhEku03EuShIOPr19K1iS9jxrVNQtrv7Iba2+y+XbxxyjcCHkUYLgADGfx780VW1LS77SBareW725uIVuIt38cbE4I9uD+VFBB9kyftifFtdJe/HxsunhWJc7dPQHzyCfJ+51wPvdKiuv2xPivApkHxzumhd0ETCwUeYM4c428bffr2r50vvFnh2bwFZaUukMmrw2skb3iJGoMxuFcSFuWYeUGTB6duCa4XeVw2eKHbsPXufYl1+198WLG4thP8dLyNJ3yjHTgQYSDtkwF6EjGOvNRt+1x8WptSt7H/hed9Hcyl0Ma2attfICLuC4O7Prx3r5x+JHizw/4maF9G0htNZJmO4RxxBovKhVVKoMbgySMWHBLk4GcDl/D+oWen6qk+o2j3tp5cqNCjBTlo2VWBIOCrENnB6VLtcLs+ph+178XGkkiX446gbpbfzfKa0A/eDJaPJGMgDr0NH/DXfxWvPtnkfHXUpY7Xy2ZkstuYiyh5MY/hLYx1OK+V/EWpWN9rFxc6daNZ2kjBkt3YNt4GRwBxnP59+tbvgnxZ4f0PQ9Zs9Y0T+1Li8UJDKoQNFweQzAlSPYYOefuilpcLu259ARftefFOSNpT8d9VEKXBikf7LyqYYo+MZOSMYHTvUP/AA1x8Vhp8F9J8cdZEMqSgfuDxMoUiPHuHB3dOK+T2PvXRzeIdKb4dw6KmlRprKaibptTwN7QmPb5ZPXGcHA44zznhaBd9z6Gu/2ufijBbpKfjnrTebAs0YWJssxZldDj7u3b3654o1D9rD4oWN15U/x119QzxMjLHJ80Lor+Zx04P3etfKYLdfSul8deJtL8ST6O+l6RHo62mmw2lwsQVfPmXO+U4HU5A5545p6Bd9z6Gh/am+J9zq0Gm/8AC9vEP2iS6ktjs3kDDFUIYHBDHHfjNUF/as+J10rKnxy8S+eLSScx75VHmKCfLzux0B59a+cPD91ZWet2Fxqdu93p8UyvPbxsFaRAclc+/T8agv7iOW8uJIcpFI7FVKgEKScDA4HHpxS0Hd9z6SH7UnxHuY754Pjl4slS1ijlLGaZdwZ1RuN38O4fWqkn7UHxDkWWYfHPxaY0uUi4up1YxspO8LvzwQRj6eorw/wd4msfDqa2t9pEGr/btOltIPOA/wBHlYDbMuR1XrxzXN7qNAuz6O/4aW+Ihtbe5l+NvjIQyyzREre3BIKbSvG/uGH6+lVZf2mviDHbQSP8avGTSS2pl8tNRuDtkyRsP7zjkHn0we9eMyeIrV/BMeiHTYVvVvjdf2iuN5j2bfLPGSM89e3SsDIFGgXZ9Cap+0V47tZmRvjN42c7IXTZqdzhg4DNn95wQG6evFJ/wvrxvNrAsP8AhcvjZ912IFkOq3GwoeN+7zOmfwxzXinibXofEF5azQafb6akNpDbFLdQPMZECtI2ABuY5PT0HOMmPwzrUega9ZahLarex28m9rdm27x6BsHB9DjggGjS4XZ7Ha/H/wAW3MipJ8XvGyAmUuW1ScYVQSmP3nU4HHqaZH8dvFV5aTSH4qeNN8Nr5jK2qTDdJuVQo/ecjLZPsDXid9di+v7i4CbBLIz7eOMknHAA/ID6VraL4l/sXR9asvs5lfUYUiEu/AQBsnKkHOePQjHXBIL0C7PTpvjf4ha3nkHxN8aOyiNURtTm3Mx3bjjf90ADn3pbr4xayIFl/wCFi+MpUkm2ov8AaUhYIANxYb+Dk8euK8WDHvWjcaiLrTbG2+zpG9rvBmXO6QM2QD245/OgLs9Rm+Ll8Db+Z468XzIzMX2ag5KpztHLfe6Z7c1xOqeIL2x1jVIbTVrp4Z5mMkyztmfJPzMQfmJyefesGwne0uoLhI1mMMiybJBlTgg4PtWzq2pR+JvEMl9dMLNbjaGbcZCMKFDMcZYkrknGSSTiqFqV9T1m/wBYktWv5vPNvCtvESoXEYzgcDnqeTyc80Ve1Sx0mG3ZbC+a8lWUBGKsoZNuScFRjnjrz6DHJTAymKnOBxTG6ZooqGBGzf5zTHbiiipAib1ApvtiiikA1jio2aiimAjPjAzikLe1FFACFvTij+HrzRRQAiqWbA5NICdwzRRQAvX2o2/NwciiigA2jIHNIygNiiigB3HZadjPJoooAUR4APb3qZXIX5QOPaiigBzb5Ezkn8aWM4Ugjp0ooqgJPOKn5M0UUUAf/9k=) | GRM 501 X2178 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på begge sider
Diameter: 9 cm. |
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) | GRM 501 X2179 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Diameter: 10,5 cm. |
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) | GRM 501 X2177 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Stykker af flint indlejret i leret
Diameter: 9 cm. |
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) | GRM 501 X2172 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side?
Diameter: 9 cm. |
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) | GRM 501 X2171 040101 Vævevægt med ornamentik
Vævevægt.
I to fragmenterede dele
Fingergruber på den ene side
Diameter: 10 cm. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0074 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Fugl og fisk. |
![](/grafik/intetbillede.jpg) | SJM 348 x408 0100 Keramik
fragmenterede rester af grågods, uidentificerbart |
![](/grafik/intetbillede.jpg) | SJM 348 x423 0100 Keramik
lertøj |
![](/grafik/intetbillede.jpg) | SJM 348 x444 0100 Keramik
|
![](/grafik/intetbillede.jpg) | SJM 348 x468 0100 Keramik
to fragmenterede keramik stykker |
![](/grafik/intetbillede.jpg) | SJM 348 x388 0100 Keramik
keramik |
![](/grafik/intetbillede.jpg) | SJM 348 x442 0100 Keramik
keramik |
![](/grafik/intetbillede.jpg) | SJM 348 x458 0100 Keramik
knogle, ej genfundet under gennemgang |
![](/grafik/intetbillede.jpg) | ESM 0086 x0007 0100 Keramik
Sortbrændt randskår 2x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0028 0100 Keramik
Sortbrændt sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0034 0100 Keramik
Sortbrændt sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0037 0100 Keramik
Tre små tynde sortbrændte sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0044 0100 Keramik
To små tynde sortbrændte sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0051 0100 Keramik
Sortbrændt sideskår 1 x 1 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0059 0100 Keramik
Lysebrunt randskår. 3 x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0100 0100 Keramik
Midre sortbrændt sideskår. Gråvare |
![](/grafik/intetbillede.jpg) | SJM 1160 x0147 0405 Brændt ler
|
![](/grafik/intetbillede.jpg) | SJM 1160 x0147 072003 Slagger, div
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0052.3 0100 Keramik
11 sideskår af forsk. størrelse og magring. |
![](/grafik/intetbillede.jpg) | ESM 2731 x058 0100 Keramik
1 stk. sideskår 3x4 cm, 0,9 cm tyk. Mellem-fint magret, lysgråbrun til gråbrun yderside, mørk gråbrun inderside. Lettere hårdt brændt. |
![](/grafik/intetbillede.jpg) | ESM 2731 x060 0100 Keramik
1 stk. rand 3,5x3cm, 0,7cm tyk. Mellem fint magret, lys gråbrun inder- og yderside. Ensartet brændt, lettere hårdt til hårdt brændt. Høj let udbøjet rand. Oversiden af randen er så fragmenteret så det ikke er muligt at beskrive den nærmere. Overgangen mellem rand og hals er ikke særlig synligt markeret, overgangen fra hals til bug er svag markeret. |
![](/grafik/intetbillede.jpg) | ESM 2731 x061 0100 Keramik
3 stk. sideskår 3x3,3 cm og derunder, 0,4 cm tyk. Fin magret, mørk gråbrun på inder- og yderside, det ene skår er lysgråbrun på indersiden. Blødt til lettere hårdt brændt. Skårene er fra samme kar. |
![](/grafik/intetbillede.jpg) | ESM 2731 x062 0100 Keramik
1 stk bugskår 3x4 cm, 0,8 cm tyk. Fint magret, rødbrændt på inder- og yderside, brændingen er ikke gennemgående. Lettere hårdt til hårdt brændt. Skåret har overgang mellem hals og bug, på indersiden af skåret bliver det konveks efter halsens afslutning. Man kan kun svagt ane overgangen på ydersiden, pga. fragmentering og svagt markeret overgang. |
![](/grafik/intetbillede.jpg) | ESM 2731 x063 0100 Keramik
1 stk. sideskår 1,5x2 cm, 0,3 cm tyk. Fint magret, gråbrun til mørkgråbrun yderside, mørk gråbrun inderside. Lettere hårdt brændt. |
![](/grafik/intetbillede.jpg) | ESM 2731 x064 0100 Keramik
1 stk. sideskår 2,5x3 cm, 0,3 cm tyk. Lysgråbrun til gråbrun yderside, lys gråbrun inderside. Lettere hårdt brændt. 2 stk. basaltfragmenter 2,5x3cm og derunder. |
![](/grafik/intetbillede.jpg) | ESM 2731 x065 0100 Keramik
1 stk. sideskår 5,5x8,5 cm, 1 cm tyk. Fint magret, lysgråbrun yderside, lysgråbrun og lysgrå inderside. Uensartet og lettere hårdt brændt. |
![](/grafik/intetbillede.jpg) | ESM 2731 x104 0100 Keramik
"1 stk. sideskår, 5x7,5 cm, 0,7 cm tyk. Mellemgroft magret, uens og blødt til lettere hårdt brændt. 1 stk. randskår 3,5x8 cm, 0,6 cm tyk. Mellemgroft magret, uens og blødt til lettere hårdt brændt. Randen er let profileret, kraftigt udafsvungen således, at randafslutningen der er rundet, sidder parallelt med karets yderside. Spørgsmålet er om der er tale om en egentlig rand, eller om det er en form for ""håndtag"" eller tud til at hælde af. Skåret er aftørret på ydersiden. muligvis fra halvkuglekar. Fra stolpehul i A1147, lag 3" |
![](/grafik/intetbillede.jpg) | ASR 450 x11 0100 Keramik
|
![](/grafik/intetbillede.jpg) | ASR 450 x11 0100 Keramik
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) | ASR 1357 x204 010301 A1 gods-side
Bugskår
Med stempelornamentik ('bondehusvinduer'). |
![](/grafik/intetbillede.jpg) | ASR 1357 x204 010301 A1 gods-side
Bugskår |
![](/grafik/intetbillede.jpg) | SJM 952 x120 0401 Vævevægt
Fragment af ubrændt vævevægt. Kasseret. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0087 010201 O2 gods-side
11 bugskår, ornamenteret |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09933 010101 O1 gods-side
5 sideskår af gruppe 4. |
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) | ASR 1991 x022 030703 Drejekværn af basalt
Mindre stykke, antagelig kantstykke, men uden sikre dianostiske træk. |
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) | ASR 1689 x287 080701 Fibula af kobberlegering
Ligearmet fibel, 1/3. Med nålefæste bevaret, med spor efter jernnål. 25x28mm.
Hører sammen med 200221813 ASR 1375x167. |
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) | ASR 1375 x167 080701 Fibula af kobberlegering
Der er tale om en ligearmet fibula af bronze. Mål: Længde 4,4 cm. Bredde 2,4 cm. Ornamentik: Fragment af ligearmet fibula, den ene arm mangler. Den bevarede arm har tre fligede afslutninger med nittehuller. Et større nittehul ses på overgangen til midtstykket. Dette er let forbukket og har to nittehuller langs siden. Stykket er ornamenteret med en plantelignende ornamentik. Under den bevarede arm rester af nåleholder. Fibulaen dateres til Ældre Vikingetid
Hører sammen med 200245630 ASR 1275 x287. |
![](/grafik/intetbillede.jpg) | ASR 1874 x106 040503 Forslagget ler/sand
Porøse slagger |
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| ESM 2321 X0621 0701 Søm af jern
Søm af jern |
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) | ASR 1357 x132 010306 A1 hjemdig drejet-kardel
1 randskår. 1 bugskår med riller. |
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NcPq/7VPiq4ylpp9jp277rPGzNgjg/M2D+VSqkVojp9jXnrI+rFQLUN5qFrpsJlu7mG1i/56TSBF/M18P6x8aviBriBW8QXEIbgrbYhH5ptrgdW1jVryYzaneT3r53FpJC3GfXPuKTqeRUcG38Uj77sfip4S1TxFb6FZ69Z3Wq3G/yreF9xfapZsEDBwAT17V1W4etfkRqHjLU9G+IFrrel30unDRpQTPG7oyZALNzgEYyCQeQcHNfq94a1yLxFolhqUH+qu4EnXPoygj+dOFTmbTM62H9mk4vQn1jQtP1qMJf2FtfIOi3MKyD9RUdjpNppVqttZWsNnbrnbDbxhEGeuABitVeRR5YrU51NpWKkEOGzjivmn9qBL+18aW12RttGs4oowo+/iRyx6dQW6e6+tfUGAtcP8XPhtD8SdBjtxcC0vrZzJbzMgZckYKt3wfY9h1rOonKNkb0KijVUpbHw54g8SF7FYI45POlcK0YjyTkZwPX0/Sun+HXwZvvHFjaah4g87TdLm/eppqgpPIp6bz1QEY/2sf3a9F8Ofst3c3iqz1fxXqdvcW2mu72mlWgLRu5BG+V2ALADogGPUnpXuuneHooGHc+tYRpdWejUr/Zicz4N+G+ieGYSul6TZ6argB/s0CoXx0LEDLH3OTXdWmmrGo2rVu1sVjq/FGFrrirHA5FWGz9atrCFqZVFKxAqzJyufmJ/wU7iDftGfDvKRsp0STPm2rXK/wCtm6xry34fWvza1ZbaO+nW2aSaEOQjzII2P1UE4/M1+kn/AAU6mYftH/DpQcD+xHP/AB8GA/62b+McrX526hJoj2GqGJLiG+aaMW0c7+bhMHzCXUKMk7cZXpnvzVdDOe5zMjHOOg9qKGUj3opGR/T3RRRWYBRRRQAV8o/FSzTw74y1aTU7JZnuLgzQyzsW3I2NoBOeRjH4e1fV1fPH7XE0FvY6KzgLKxcZ25LAY4PsMn8/es6kVJWZ2YWbjOy6nherXcepzuyRKqMNu1uiqowP8elZMkatMjR4DLnBC/dz6YqtHrkMMBTYUK5BOwY/A5yaghvFmZ3K5Bz0Hv7nFJRUdEenzNk90skLBTKQclvMU9c9Rx+H58VmazqlhY+Gbv8AtAy28KJ5iFG2suOB75yw6H0pIdto0kIm3NJIZEVjllBIA5z61478TZ9Q1v4gW+kRTuum2sW51kOEdmJz8wOScYA9CKzm1FXKVzAs9b1DxVa/Z0Qvqeq3qIYo4hvIf5FDHbjrjA+tfsP4NtVs9JtbVDmOFFjX6AYFfnr8CvgpF8SdYsr2e2uNO0LStSN3cxyEq9xMhwkTHHI7t6AkfxV+hOl3UejaLPe3BPlQRtI2OpAGcD3NRSte5y4i/wAJzHxg+JV34bs5NK0FkGtyBd1xIu5LZSM5x3fGMA+oPtXhcfxK+ImlRyE65cThEBLOm/JPuc10XiDUJfEmuXN3cBfNuH3yIuBjA2qB9AAOfSqEk0djHFGq7XxtLNyrHgc1jKs23rodlLCxhBJrUfJ8bfHdnZ7zdpI4IHlyQRljnGccAnFVZf2kvF0e1cQGXOMSQKBnOOeRVSa3Zrpsysy7jJsGBg47d8darLpNlIzPPGpy3IAxjknJx14zUKq+5q6EOkUaF/8AtFeKLVS9xHopLZMe2OQnHYsBIOuKsWv7VV5ZkGfTLSYLHudUcx5IHRckkE88HPauFvNBs1+TMjLuJ2fKQcjAByPY5/Wucm8PrNcOR+6QnO5iAV54J+XjGO1HtX/MHsIv7J9CaT+1tot1arNc6TPAMZZYZ1kZfqCFNa+k/tYeCNW2iJ79C39+AdM9eGNfHM3h0QwqJL0t5e7ZIDjdzwWx3+9k49Pw1P7Btls1WWSArHK21/ly/wA3r1II55ORkelbe2kupj9Wg+h9qQ/tD+B5Bh9XaJh1VreQn9FNdh4f8X6X4s0tNR0m9jvrN2ZBLHn7ynBBB5BB7EV+dOo+G442lna4ZWWHOEYhtvTHB9jX1V+yyn9h/CexSZJI5b6ea8Pmnlgz7Ubp0KKpHqDmt6VVzdmctahGmk0fIP8AwU6vNv7R3w828n+w3PEBn/5az/wd6/OHUriObUJ2jiEMO8lYkJIH0zz+dfoN/wAFPp4v+GivABd0VP7DbJe5a3H+un/5aKMr+H0718IL4st4dC1rSxpFujXzxskqSNiDawJIDEliduMk8bmx9412LY82p8RzTfeI7ZxmimZ9KKDE/p9ooorMDh/iF8RG8HzQW8EMc08iFz5hOFHbgfSuF/4XdrV0rbILWFlGf9WevcdT7VB8aLfy/FE0rNIsjLF5Y42su0gkZ68j/ORXntreJ9s2SEk8E7SR785P1/KvGxOInCbij6XB4SlOkpSVzrPFfxr8X6Hps2oWclvdNAPMNu9uNrL6Z4P61mftGXT+LPCvgfXpYsW13as8sKsSis6I4Awf94Z9h+PLeM9USz8L3szurbISxXPB6f416p4b8Jy/En9nXQbKKQtex2EMts8hA3Oq4Ck+hXIz2yD2rTBznUUlJ3JxdOnRnGUUkfIt9a308iwhQkDBSWBXAww28YOf4vT7tWL6O4jjMizh13AkbcE5P0x2HHv7V0WoaPd6PeXFpeWrw3sDeVJHIuJE4BGR7jn8RWXfZjhcxqELDO98cjgcZ712rfcWjWhzMduDey3jhzMyiKPcOFHPIA9SxGf8K5HxHKNN8baTIp/0qaGRI5H3fLwSM45A4PPau6O5WLSSIoGNqkcn156elcl4g0+XxNrOqxwb0XT9PAkYgr94sSQT2ChjkZ5GPrnUa5Wikj7F/ZwuLXVvhzpslrcw3MjSzPceTx5cjyM5Rh1BAYdfY16h8WIbyH4Z3rWaK7RNHJJkZIQOCSB6g4P0ya+Xf2H7BrfxLrM1u5jsri0QyW6/cDh/kI567S3HUZAr7dksI9S024tJhmK4iaJ+B0YEH+dOkuaLPPrP2U7+dz5QsNQ8zcv+sZkDbskH6en/AOup/MkkYDqAMbiQCP6VnSaemi+Ir+yV0lZGdTIq4GVYjPHXPWrM8rCOTbJh9p2rt4HT/P4VwT0Z7kNUh0xCFywzkEAkYOcYzmqPyxscHZtP8XPX/wCuKkmmbJVBtZlAB3DIrMuLrfchdq8nIGcDpx+ma5JTW1zdRIdUuPKjc/NlR/CM85/DFYNz5jwsg3bt+3H4dfpmte68u4ywZTs+ZuDxz69vw/rWVfCKC1djIN3Hbnp0+neq5mTZWMCe0gVGAZmBYR/u27gdfwrLuJYw7wRSY2/LwTg9ef6Vrq/nN5IwruW46Bc9/wBaz7fayvBcLh8AtJ0yQeo9OlaK/Ul26Gr4R0Gfxd4l0zSZj5FrdKzTMhOdqjdnBHUgY+pHpX1fbqLWONEG1EAVQOwHAr5a/Zx8TW3ir4r6hBbZmt9N012Eu/I8wyqnPHPG7Bz0NfVAXgV6dFWjfueNiZXqW7H51/8ABRy5aT9o7wHt8zeNBODCgkb/AFs/RTwa+Dbq2u9QN5frasYEf97LFCFijJPAO0BVz2HGa+5/+CjzJB+0d4H83yVT+wMlriYxIP31x1cdP/1V8SzeK76TTtRsphFPFdurNJKuXQqR9w/w52rnAyQoFd8djy6nxGA2F4H60U05ZifWiqMT+n6iiisgPJvj7eeTY6XH5O7LSOJCpIBG0Acc9+n0rx9dht2lUZO0ZDEZHf8AyK9a+Pl5KraValVEBWSTce5AAI+gGPzryNlMbSIQqCQYG3ODgdvQ9K+dxv8AFZ9hlq/2ePzOI+JNtNqngu4FpIFaRgJnyFBAOTnHXP5V9S/s6XS3Xwi8MMDllsY42J/vINrfqDXgniCCB/Dt3EzLFiL5VC8luxx+vHpXs37NMzf8Kv0VCNuBKMZ/6avXTl8t0c2aR91M7zxb8OPD/jbDapp6yXCjC3MZKSgdhuHUexyK8L8U/sr6lasG0C+hvYR0W6/dy9e5Hynj6fSvpqkY7QT/AEr1pQUtzwKdepT+FnyhD+xbqGoXlleX/iePTzGHFxb2duZfOVgMLvLJjBAOcE9s8moNS/Y91HRob+PRNSjuTe5XzmQRNECCACTuOBxyCTgcAGvrSmj5lB24Poe1S6MGjVYqpe7PH/gj+z7Z/B3T5Io7+XU7242ebcSIEGFBwqrzgZJPJOc17DHH5agUq0+tFFR0ic9SpKo7s+Uvinof/CO/EC9SRzidvtETYIBV2yB+ByP+A/lztwrOyyvJsCDnOOPWve/jt4VXVtLs9SS2817cmKaReqxtyGPqAw9eNx968EWEWrdfl67hwCD3ryK65ZuJ9LhZe0oxn8jNuJvtCOc7ipKsnXoTjHaoYrONd0yusKhdoBPfrnB4B61LqDQp5YkAZmO4MBjnPHT/AD0pjxxXVu43Dbuz69DxXDJK12dt3sUYJo5mfDq4Bwec85x/SqN7It00YOHK8KF6Edjn6GtSOzXbuG7LAjgdeeD07f0qtcKlpC7qgkIbJ2Y3H6+n+Apc1h8tznJLNobzdHEGfdyGbrg+1c/481G30Xwnq11dKfLeNk2qSSWIAAHNdmzp5jMG5wSpGeR7Z/H868y+OlhLP4JlKySRWyy7n2nJOVIAA+pFaxqczSIlCybLX7AttdN8QteuFiJsDpW0yYwA3mx7R9SA5/CvuyGPcwFfI/8AwT70OQeG/EmuETJBcTQ2UaOpCny1LMw9eZPw5r7EsYcyA4r2qa0PnqjvJn5u/wDBR6CZf2l/AfkNMJf7A+UWwjMn+uuegf5fz/nXwtqfh/XbiLUdSvLG9ZLSRFu550bMbPnZvzyM+p9R6ivu3/gpika/tLeBfNNuI/8AhHuftLlI/wDXXPUjkV8ETXV7YwXmmNcMts8ySTQxyBo3dAwVuDgkB2x/vGu2OxwVNzL2YwSM56UU/cGYk8elFBkf070UUVkB5j8cPCeo67pNvfadFJeyWm5TZwg+YwbHzLjrjHTHNeIzaX4vWNf+KL1o8BVVbbjv6c/njt6V9eUVyVMLTqy5pbno0cdVoQ5I7HyFpXwz+IvirXrRZtDXRdPtpBM76gVZZDjAyqnJxnOMjoORmvpLwB4Ih8E6DZaZCf3NrEsa56nA5J9ycn8a6uitadGFJWgjKtiqlf4jyb4t/Fy+8I6kmlaTbxm72rJJPNyAD0AX+tcYn7R2uNpqn7JYPc52ltjnI7N94D+VVf2ibpbvxgiQSIZLeKON1PY/Mx/H5hXk8mza7mPaI8l+o49sdetYzlJSep6FGjTdNNxPTrj9obxPO6qs1laLyzNHb7iBzxyx6YrDuPjx4zukdxqrQR5wGWCIcf8AfPBxXlzSSysXjlkRGG0BenXnk9uKljt7y3uEZbiMs2BtCnsOc/kKx9o+51exgvso7w/Frxc7NIfEdwMbRs8zbhie+OozXqPwL+M+o+LZLzR9ZmSW9t18yC53KGmXJDKQOpXjnuD7E1803zXayGNZNm48su3kkHp7/wCfasaaTUbWYyW1/Ja3cLBo7mFNsocHIII/H8PTpVRqNO9yJ0Yyjax96fEG+lk8D6uIVZ5PJ5VRk7cjd/47mvl3U7ozMDs68RqBk4/Dp29q+kbG6u9e8GxvLGIb+7sAXibokjx8qfYE181yxyW8xIDkjgo5x1PPHt/nrWWL3TDA/DKJz/n3Et3GqMzrG3O8liBtP5nIFW477cJlZGjH3l3EBhz3/H+VPk0+dbncsitC6gCLbgg9zn056ewpy2iSxrHNH5sLuG8tgCQc8Zz6YB/CvLd76HrepWufEH2OK6Me0vHGpMYUB1HBAJ56kdqoKVS6EvnicTAzAA5HUdB2H49a2r7TYI4WKxxBgAAXGc45A6+ornmhLJGVKwLCGjDsqsHQY546Z9PSsVrub200JryZHkRy6ks23b2A9fz/AJ1X0+O0uNe0e2uMeR/aFv5itjYq+aDzwRjp37j0qdrOORypjUlCCfYEBiRwM9aZLZrbq3kcbcAc8qAMcen/ANatINKSaImnKLR9UWdukK7Y0VFJJwowMk5J/Ot7T4umRXlXwT8fX3jjRZ49Yt4rfW9PlEN0tucxtkZRx6Er1HY+xFevWkeMV9PBqVpI+TlFwfK90fmj/wAFKvP/AOGpPAq25uBIPDeVNr5fmf666zjzPl6evbPevhCfwjPH4fv9UNzHJHaXCwMsBEq5YA5LqSB146jKsCQcBvuz/gpm0DftPeDEnNvGg8NAtJdZEfM11wcc9RX58XUIhuJUjmSaNWwJUBCsPUbgD+YzXUtjjqblcGinZ29OffFFBkf070UUViAUUUUAFU9X1KPR9Lu76b/VW8TSt+AzirlcX8ZNQi034ba3LKwRWiEYJOB8zAf40norlxXNJI+Sta1ybVNWub9n895pS7Oe5OT9QM1gz6x5y+SuGfBVMSEFf6VXupXjTeAGK/KWjDbue+apGF1kbeu5Pv8AmZ2k+4zj16GuFn0aLkKpukSSUAoudqk5yT69+Bn3561DZs211lnbfvyA2ScZ4yfpn86q3kiLNE8c6M28iaNdwYLgEcDsMevbpWXrXi6PSraX5YnaQ/6xvvKvHGc98+lZvuWjaub5LVMyyqRk7WbjoMZz74/SmeC/CmofFzV5bTSkaDSoJgl3qoThAOWSMnqxGB+p465fhX4QeLPjhcQmzik0rw+z7JdVkfAIBw3lL/Geo4446191eBPh1p3g7QLHSNNtVtrG1QIiDqfVmPdieSe5NVTpuerOetXUPdjuW/DsEzRhXBx7187+NtCn0DxFe6fOWBSTKFjnep5U5x3H9a+tLWwWBeBivLf2hfDqyaDa65DAHls5ViuHBw3kMcfjhyv/AH0a1xFHmp6bo5sJXUKnK9meD26tGpQkZLFTkY465ps0csEiiNFdMZxnBHPOM8fhx0q0cXCrsIwQOCM8fpWbqAwySIrhYvkLKVAI5GTnt3/Cvnpao+lirMbctb3ShpEVo1HO4fMDnp+FYDXmneH7O981/sdrapvlvLjAXoMnce/r71zHxU+LFt8OJktBCL3ULyLfFH0RcEjLegwPqcVwnwz+FHjj9ofUpr+e6ZNI35kkvS32VOR+7RMHLYAOB7ZIzWtPDyqarYzqV4UVqdbd/FjRNN0dX0Y3Wv3bBHjh2FWbcRjLkADjn8RXr3w18Ca940sIrq/046BZyKr+bNjzJM8kpH2z6tj1w1dd8Mf2WtA8G3UF9eyvrWoRHcrSpsgVuzCPJyQMAFienAFe622jjaMivVp4OC+I8irjpy0gcn4M8E2HhGx+yafEQHcyzTSYMkznqzEAZPQewAFd1Z2uFBIp8NgsfatCGH5a9SMVHRHlSk3qz8tv+Ckxlh/aw8ICGOZ5D4WUA23l+YP313krvO3pnr2z3xXwbcabov8Awj9/dx3s0t3HOsdtG5SIlSAWZo/mPcgYbHynOPlDfdv/AAU4kgX9qnwqtwtu0S+GEJ+0MVT/AF111I6e3vX56XSxfapTCsgi3HYJCC2PcjvW3Q5p7kAG36+hop/LbSxztHX0HpRQZn9OtFFFYAFFFFABWfr2g2HibSbjTdSt1urOcYeNuPcEEdCD3FaFFAHxv8Wvghq/w/u5b+w333h/O4XDtzHu/hkUHj03AY5HSvMI7i0uLjygDEhIK/MT3yvPOecfhX6JXNvFd28sE8azQyKUeORQyspGCCD1BFeMeIP2U/CWtXkk8Fzf6YkkolMFs6FF9Qu5Tjr3yB6VhKlf4T1KOK0tUPkLVrwfarW3tI2nvZn8pBENzOxx0GCT+fXHvXrXw4/ZThnuo9U8WOLyWSQTnTEG5M8FVlY/eA4+VQBnIJYV9AeDvgR4Z8CTy3OnwS3F/INrX124eXbnO0YAVR7KBnvmu5s9Jjt/urRGh1kFTFXVoaGfofh+Kxt4444ljSNQqoi4VQBwAOwrfjhWPHFPVQowKfxXRtojzpSbE21T1bSbXXNNubC+hW4tLmMxSxt0ZSMEVd3UhNIlX6HwpfR6r4F8bX/hPXIzCqyN/Z94/wB+4iGdp54Pyjj8QeRU81pqOqTNbaRaNc3kg2QQowXJxnkngD1PbFfZPiTwno/iiOMarplrqHl58tp4gzR56lG6qfcEVjeH/h5oPhbzG06yEc0g2vNI5kcj0yx4HsOK8ypl6nUUk9D6CnmXLTs17x82+F/2R9EutSGueOZP+En1qTa7QEGO0iIH3Qo5YDpzwf7vNe/aH4ftdLs4LOxtIbKzhUJFBbxhI0X0VQMAV1LabH2UVJDZheg4r0o0lFWWx5Uqkpvmk7sq2tmI8YFXo7erEcIXtUoWtbEcxAIQKft2ipsU1vu0ybn5Tf8ABSxpP+GtfDfki481fC6f8euwyY8y6zjeCvTP4dOa+AbiTS30+98qCeG7a4iNssjCTbEFfzAzDbyWMePl7Hkd/vD/AIKaTQr+1povnG32J4Yjz9qmMUf+suerDnP86+ApmEk0syxLCrMSscedqZPQZJOB7k1RE9yFvl4z9aKOu1ffNFBmfqI3/BQz4zfZjOumeEhH5ccuWjfgSEhQf3vX5TxTpP8AgoT8Z9yImm+D/Ma4a2G5X2l1QOcHzumD/LrXxfJb+H5vh6+dWZNbkDzyW28+WZEkVY02iLr5byHO7HI98eezXzpbpE0rNGjM6x5+UEgAkDsThcn2HpXS4Q7Duff0n/BRz43R2yTnSfB4R7dLpcxyDKMSB/y265B49qf/AMPGPjh54tzovg0StMbdThwN+zzM/wCu+7tB59a+F/F0mmf2LpbWWtm9njjWN7Zg2YlMUchUEoBxM86nk9BjPJrA0a4h1LXtNh1e7kj09poop5gx3RQ7gGwcHGFzjg9OlZuMew7n323/AAUm+NqxCQ6V4PAaGK4AMUgOxyQvHndf8akb/go18dWvFtE0fwb5/wBoNrs2PnzAu/H+u9P14r4R+IX9mR61E+j6q2qQNDtZpCS0Wx3jRM7FBHlpGQQOd2eDlRW8H3cM/jLTbnWNQmtLZrtZLm8TDSr82S2T3z3PrzUuMewXPvA/8FJvjZNbRNFpng8u0MdxkROflkJCjHm9eOaq/wDDyD48STeUun+DS5leEBYX+8qliT++6YHWvgbXLmHTfEV+NIu5JLOK5kW1ugSHaMMQrZwOSMdh+Fa3w7bQ5tWux4g1GfTLX7HN5c1vjczkbdhyp4Ks/wCXGTwVaN7BzH2tD/wUq+Os1usosvCG1ooZuLd+Flbauf3vHPX0qZf+Cknx3klYJaeDwod0/wBS2AVHOT5v5etfn19reJJVSUqsg2sFJG4ZBwfXkA/gK1NJjt28PaxLLqKwzq0KxWOSGny5Jf7pBCgdMg/ODnggqyHzM+6V/wCClXx2mRZFh8HrHsgcsYGwPNYqgP73rkHI7Cnf8PJPjs0auP8AhD9rPLGp+zkDMZw3PmfT65Ffn611ItmIAxEZfzGUHqQCAT9ATj0yfU1vTtojfDmAi/uT4hTUW/0Ej90IGj+aTOOuVjHX19KVkLmZ9rv/AMFKPjyqoxn8IosixMpNr1EjbR/H2PX0qGb/AIKS/HuONZGvPCcasszL/oo5EbFTj5u5Bx618FG6kkVEZmdUGFUnIUZzx6c5Nb/iiXR30vQP7Mu5Z7hbTbdxygjyX3ElQSMEEsx47Ed8knKg5mfaN1/wUg+PaSeW+q+E4m/cn/j1XpIflPJ/E+gNZl5/wUY+P0U0if274ajZfOyn2KLcDG+0jHqT0HcV8QtM0kgaV2cjauS2TgDAH4AAVseNptLfxVqL6HPdXOmtMWhnujulfuWJ2r1OcZAOMZANGg+Zn1//AMPFP2gZLhrf/hJfDizeYkWxbGEtufAAA29iefTmo4/+Cinx/kVini7w8xVJpNqWMBOIjhuNncZI9QCa+PfC81mviWym1OdobZZN8k2GO1gCVY7fmI3Yzgg4zgg81SuGjjvrj7KxEG9hGyk/cyQOTg9PWlYOZn2tJ/wUI/aAkWXZ448O4iMYZo7K2IAdgN3+r6AkZPaqn/Dwr9oKSKV1+IGhkRpLIxTT7Q4COE/55fxFht9a+TPC9xpcKax/ab8Pp8i26FpBvmyNgynoefmG35efWsISbeAcbhgjPanZBzM+z3/4KAftAGGWT/hZWj+WjxRl006zK5fpz5HbBz9D6Vn3X7fnx/Nssx+J9gkbGYBl06zwWjIG0fuOrbgR7Gvk6O4tV0S6jaSUXpuImjjA/dmMLJuJ56glMcd25HfN8xm47UaBzM9W+Lnxm8deOvG9j4q8TeJIdf1trAQw30dvEqiHdINm1UCnkv271w83i+6uPD9zpLQwLFcXH2h2jQIAcKMBFwo+4MEDIy39403WrjTLrTNJSxR1uIois5bdycLxySM7/MPy4GCvfNPHg3UY7UXEirFHJB9oRn3fMuCew46d8Dkc809ehN2zGjVU5IJ9BmilhAY89B6UUxHbTTBY3QbMHng81jzTKcgDGPaiit2BRlk3LUHXv+NFFZASrjGW/wDr1FNcBvlHA9KKKmQFcMGOTSNLubJ496KKgBh9z+VNMnYD8aKKAGs3HJ5NN3/jRRQAm72o5PIoooAP50uegoooAQ5zk45o6c9BRRSARmy3oKcueoNFFAEg2quWySfwpVZc/KoHuefxoooAEJORnANS7QEU54x+tFFNAKq7o+B3oooqwP/Z) | ASR 1357 x267 01030203 A1 gods-rand-lodret
Randskår |
![](/grafik/intetbillede.jpg) | ASR 1357 x210 010301 A1 gods-side
Bugskår |
![](/grafik/intetbillede.jpg) | ASR 1357 x197 01030201 A1 gods-rand-udadbøjet
Randskår |
![](/grafik/intetbillede.jpg) | SJM 1160 x0203 010301 A1 gods-side
|
![](/grafik/intetbillede.jpg) | ASR 5M74D D05178b 010101 O1 gods-side
Bugskår |
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) | ASR 1689 x215 080701 Fibula af kobberlegering
Fragment af ligearmet fibel af Stora Köpinge typen. Sent 700-tal? Med spor af hvidmetal. Største mål: 32 mm.
Muligvis samme fibel som x61. |
![](/grafik/intetbillede.jpg) | ESM 0045 AXK30 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK31 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK32 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK33 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK34 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK35 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK36 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0045 AXK37 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 1421 X0087 010201 O2 gods-side
2 bugskår |
![](/grafik/intetbillede.jpg) | ESM 1421 X0091 010201 O2 gods-side
1 bugskår grårød beklasket yderside. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0091 010201 O2 gods-side
1 bugskår gråbrun yderside. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0092 010201 O2 gods-side
1 bugskår |
![](/grafik/intetbillede.jpg) | ESM 0086 x0432.05 010101 O1 gods-side
1 skår ældre end vikingetid.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0432.06 010101 O1 gods-side
1 skår aut. jettestuetid.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0441.01 010101 O1 gods-side
Samling skår (jetestuetid); 1 skår ra skive med gennemoring 3,2 cm. |
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) | GRM 501 X0973 0102 O2 gods-kardel
Lerkar.
Helt bevaret, med skovlskade på skulderen
Dekoreret med grov kamagtig ornamentik
YGJ eller vikingetid
Højde: 12 cm.
Diameter: 12 cm. |
![](/grafik/intetbillede.jpg) | GRM 501 X1006 040203 Tenvægt, dobbeltkonisk
Tenvægt, ler
Dobbeltkonisk form. |
![](/grafik/intetbillede.jpg) | GRM 501 X1007 0402 Tenvægt af ler
Tenvægt, ler
Konisk form. |
![](/grafik/intetbillede.jpg) | GRM 501 X1005 0402 Tenvægt af ler
Tenvægt, ler
Konisk form |
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) | GRM 501 X0981 0102 O2 gods-kardel
Lerkrukke.
Højde: 9,5 cm
Diameter: ca 9 cm
Vikingetid. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0202 170101 Dyreknogler
|
![](/grafik/intetbillede.jpg) | SJM 1160 x0072 1701 Knogler af dyr/fugle/fisk incl tænder/horn
|
![](/grafik/intetbillede.jpg) | SJM 1249 x1 0820 Råmateriale/barre af kobberlegering
Firsidet bronzestykke 24x30x12 mm fundet ved skovling i det mulige grubehus's fyldlag. |
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) | ASR 1874 x104 040102 Vævevægt uden ornamentik
Vævevægt
Halv
Brændt
Passer sammen med x38
Diameter: 10 cm. |
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) | ASR 1874 x103 0401 Vævevægt
Vævevægt
Mindre fragment.
Brændt. |
![](data:image/jpeg;base64,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) | ASR 2383 x027 080701 Fibula af kobberlegering
Midterfeltet af en trefliget fibula med slidt overflade, der kan ses rester af geometrisk stregornamentik. På bagsiden er bevaret nålefæste med rest af jern fra nålen. Største mål: 2,5 cm
Formodentlig samme trefligede fible som x16 og x19 |
![](/grafik/intetbillede.jpg) | ASR 1874 x102 170101 Dyreknogler
Dyreknogler |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKRmCqSeg5NAFTVNYsNDtvtGoXkFjBnb5lxIEUn0ye9TWd5BqFrHc20yXEEg3JJGwZWHqDX5y/ED4o6z8VPio9ndzS3tjcPLFb2cJO2FVdgEKBlLDaOfmGcg19XfsjeIINU8B63pdvDJaQaNrd1axWspYtBGzCVY/m5wPMIGewqbiue5UUUVQwooooAKpTapHDeC3I+baGyTgc5/wq7XL3xLeJ2X5eFT7xx/epMDZXWIm1VbFVZmaPzRKoynUjGfXjpSWutQ3VxdRYaI27bS0nAbkjK+o4P4g1LG1v9v8AmdFvjHzEJcnZnrt9M98UyOS3T7SLdvPcMfNVZdxQnPUE/L9KALVvOtxCJF+6c4/A4qSqmlkGxjIGBlsAnP8AEat0wCiiigAooooAKKKKACiiigAooooAKKKKACqesy+Ro99J/cgkb8lNXKzvEn/Iu6pzj/RZf/QDQB+UkmoN4H8TR+KryGR9NmkkSFI3j/eSEZAJOQo35U5DcDOM4r6X/wCCffjT+1vFnxE03egW4jtNUWBXDGNmMsbAkdfupzgdBXinxE0dIf2R9O1a8KxzQ6+Yoz1aRGeTZtbIx8pUZz0+taP7CfiC40L9qKHRrmNYDqXhy5jZCuHLRyxyLk9wBvx9T2NSjNbn6X0UUVRoFFFFABXD3cxk8bPGCo4T5mPI69K7ivNrtxJ46m3AFdy5ByScZ4AHWpkB2a6TKviAXpZWiEHl7m2bycnjhM4/4F+FMstLls59SndlRZmLAR7SSMsecIPXuT355NVLHWLmXxJNYRpbR2EdvvVRhZg5I6rnIHJ5x6Umm6pNqX9qLqEdtIlvcSRQ/ZxvYAEj58E7TwOuKVwNnScfYI9o2gliBnP8Rq5VLR8f2bDhdoO4gZz/ABGrtWAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVi+MnZPCurbTtY20gB+qmtquW+J05t/Aetuv3haSkfXYaT2A/PP4naTcR/s++EJCTNczR3TzeWodQiSRQfPlOTvjzwPTk98n9nHw3qmg/tGfCTxLLcRrDLPcadNGcqZFmtJCCvAyA23OecnpxVjxZq0Ou/AnT9EguRezabEZ7qNdhkiEl07hgcDKl0YHv2zWZ8HNSMPjDwnfp5dr/AGf4msWnMMaxxMJJGUCNNx25D9Bxge1SjPqfqtRRRVmgUUUUAFeYSDzPHc4V0RtwwzAk5yK9OPQ15Xbqs3jS8LuqxqwJLHHp37VMgO1tdctjq0mm+ar6jGnmuixso28c56dx370tv4gtdVS+jsSsptWeK4Uhk2sM5H3eTkGsG6065tb6bUrObzWkWOJFUNIQpdQx3EnIwD2wOT3JNq00saGmoS3F4Ga5lknVQTGOSSFI3HcecZ78DoABBR0+kY/s2AgbRgnA+pq5VLRznS7Y4xlM8VdrUkKKKKACiiigAooooAKKKKACiiigAooooAK5H4rSLH4B1p2Xcq2spI9RsNddXE/GhzH8MvETAkEWM2CP9w0pbAflT4o8Rw3HinxhLDYttutFj2Ixdrh1ikRt7K3KKqs2CfvBc4xzUfhe+1C+tLPX4rdfJ0+WK6vJrWUbMxurxZClg2CDjOM5OOnFvTPhpffD34rWd75Uk8GpwzDcrmRWYo0ZX5lTaBkNycHAKkDmu+utHt9P8F6zHZC1Cy2CiCK1AhnGWkkJ+7tzuJGVJ+6e+MoxVz9Q7eUTQRyA5DqGH4ipK434M+IT4s+EXgvWWfzHvtGtJ3b1ZoVLfrmuyqjYKKKKAGv91vpXlOnTCPxpd5wW8wbUxyx4r1aT/Vt9K8r0xDN4uvAsrwuz4VkUEjgc5IxUSA09R1K+udW1C2ltp0s4zbiNpIgsZZnjyFfPJBJzyc5AAypzNoWq6hqWnao17aXSiOeWOMTQiLMYGAwBIJU846n3NNvPFOlabJForzvd38csKeSxYOcumGLAc43IT9QO4q+viCLWLK6m0+dZYIyySZjPLAA4GcdiOfeoGjo9HG3SrQYx+6XgfSrtVNJJOl2ZOMmFCcdOgq3WwgooooAKKKKACiiigAooooAKKKKACiiigArhPjhJ5Pwr8SPgnbYynA/3TXd153+0EzR/B3xW6NsdNPmkDf7qFv6UnsB+dUPjOy1b4haNf3skimKWO2vIJGIXDyArIhDZAPzYIPG1APlArutS0P8A4RrUrqHdGbC3tDgsCSzLI7g7DgYYuwyARltuARmvLbzWYdU16wjhMK3TXchWUbsWyMqJh2b+EfP0PBmJAHGfdPGkh1bwbqks0kUMCfMqquEjRQBnIGCd20cHHA9eJMj6Y/Y81JdU/Zu8EyK5kWK3ltgzdSI55Ixn8FFey184fsB3z3P7PdvbMu37Dqt7AFxjGZfMxjtzIa+j6s0QUUUUDGTf6p/pXl2hpE3iq8M6M8fmkbQu4E4HbHNeoy/6t/pXmvhlSfFN2Uj3yeY2CzEL0HtUSEal94Rs7XUH1i2W5lurqW1jMUjMUhjWRc7E/gHc/iak/sG18P6dPGk11dl3eZZLpmmZCcZAbHA46Gn3FrqM17O97KY7b7VbtBGzIFADDcA3UkkdMDgjnPRdPj1WLQ5BfbpbgkktJtBUcYA25B7+nU8AYqCkdNpJzpdmev7lP/QRVuq2m5/s21z18pM/kKs1sIKKKKACiiigAooooAKKKKACiiigAooooAK4T432pv8A4W+I7YDJms5I/wA1Iru65D4rsF8B6sWO1RAxJ/ClLYD82vEngbTlaG907T0upYgVTcGVnjJiUsSSV5y689SGGPlNer2Phu2j8JJNZPL9g1CxhkWPYUjJdo0JXG1fQ464TnPOOQk8LuPE91FDqS2dpPHOGiKIg3hc7Qy8kYZDk/N8pB6DPU+G/CN9pPwyW5Wa8ufOs7gRRl18997xhRtUZBwem4k5wcZwIMz2L/gn3ctJ8L/F0GMJB4nuBGBn7rW1s3c+pPevqGvmH/gn7DB/wqvxNcQKyrP4jnJ3Lt5W3t1Jx77c/jX09Wha2CiiigZHcNtt5D/smvNvCrR/2/evKRGvmMPN34I4r0a9OLWU/wCya868DXBTWr0LGJS0rHauN3Q+pAqHuI6aa4XXZvssFvcKbK5hdppRtV1BJypzz0/UHkGpor/+2dFkuIRdWx5UQyoFbqO3P8/UHkGrdjo9lp9ze3dtb+RcXpDztuJLEZxxkgdT09aybjSLLQdFaz06x8uHcXB3btrE5PLHNSUdHp/FhbDn/VL169BVioLHiytxjH7tf5Cp61EFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcT8Y8t8O9aVTgtbOAQcc4rtq4L44SND8M9ddfvLayEZ9cUpbAfBln9qudQW6a+N01nLKoj25WP5WOD0ONrHrnIc9cYHdeJtWfwb4DtdIa7luGvraC6SZlZkUqSV5BYM+echVz+NeRaNpK3XjS+vLq4ZLa6t1kkjUHO3zQpUcgZ25HHfA9c+j/Ezw/NJFpV5LOskUQtyVVSIgixLwBgHHQ84wOxPFQZnuv/BPu1gt/gRdG1DC3k129ePcMHblQP0AH4V9L14D+xBb+T8CbaQrte41K8lfpyfNIz+OM/jXv1aFrYKKKKBlbUm22Mx/2TXnXgFpm1G8MTqp3sfmTIHLe4/nXoOsHbp05/2TXnXw/mUzXhkeRYC7E7SQM7m6YOazluI6rQ9L1GxvNZlup2lS5k3W6tcMwUfN0BHy9R0z6dhVC10vUtP8Ki2vLoSzAEu00jTNy2QN5xnHTpzjPGcDS0rxJFqI1QpHkWErRMFkUklQeDnGDjB545HOcgUX1qz17w6L0SrA0gbavnFhhXK5xxn7p6jP5UijrrUYtYR/sD+VS0yHiFB/sin1qIKKKKACiiigAooooAKKKKACiiigAooooAK89+PUzW/wr8QSo2yRbSQq3occH869CrzT9ozP/Cn/ABHjIJtmXj3wKT2A/P8A0G3ks73+0YYZriQC3ij84jy0kMkewPgAHLqxx6FA3FerfEK/e3DW0zx3doiKYpEl3yMPLA3EEY3gkEqcZ3NjGMV57/wjsWl6jdabc6i11BHNZnzsDAjjMw8pEycNvQHjrvQEDGD6N8ULOO6nnNrNtS2ys/mzFwW2SK6iRfmZTnacDjjg84gzPeP2I44o/wBn3SjDLLNG19fYeY5bi5kXHQcDGPwr3mvBv2GTNJ+y94PnuE2TXD307L6br2cj9MV7zWha2CiiigZS1gZ024/3DXm/wzd3a5eGNZAHkXLOQv32HUA+9eieIrqOx0DUbqU4igt5JXPsqkn+VeFfsuve6p8OdKvrhjHcXcT3M0isCxeSRnbgg92NQw6nst1bQ2d7YJapBAt1du1wqKV80+S+ScD5j8q9f7v0FVtbtYrDRZIIIIrW1VeBEAqryTgKB61U0vw8dCh1CwLwu2rzzMrAOFDMjHkbie3YjvUjeHjovhtLP7QdkIIAiX5TlmIODk559akZ2C8KB7UtJS1qIKKKKACiiigAooooAKKKKACiiigAooooAK80/aOjMnwc8SADcfszcevtXpdeb/tFu0XwY8TyKMsluDjOP4lH9aT2A+CNEt7XXLv/AE2ZjPJdKiyyXMZjijAVgzjjJLkjn1fOc8dj4v1TUf7Hvpp5Ea5tbe4ZYYV8x2OxuCzbCQCrKWKsoKnB+UCvO/iFq1xq/iaGaziknFpD9tuBPAyZ3XiNHB/tBEc+o+b5chc1vfGa8S1uPEU8t4oWW0vIx5JchSy7y8mGw+XdGwCAM7sfMcyZH2h+x1ZHT/2Y/h5EUVN2mCbaoYDDuzjG7n+LvXsleb/s22/2X9n74cpwc+H7J+OnzQq39a9IqzQKKKKBmF48tXvvA3iK2jBMk2nXEa465MTAfzrzD9nPTbW3+HOiLLCkqCzQBFjLHoDkjHvXtbKGUgjIPBBrjPh/4bXwvYtpltJGYrP/AEdDsOdq4Az74FJgWbPVG1S1uNTP2df7MlmKxq+Vb91kZIPHDZyRyCDgZFS3F9DqmgpcyRAzSAjdCM9CRjcMjt0yceppt7dSPrlrPaTbtNwTcTRSAxKwxncQcDAA6+taOsSCbT1KCOaByNrI/XPfgdKkDXoooqwCiiigAooooAKKKKACiiigAooooAKKKKACvPfj9Isfwi8Q73MatHGhdeq5lQZ/WvQqq6nptrrOn3FjewJc2lwhSWKQZDKe1AHwdqGn6Vp+pWosE33OpSM/ltvbzVVQcYGThySOMAkcYryr9ojWrO8t9Za3tmmEEuyKaOFY4ZotqpgKMgsVZm3DgOgyMnj6y1L9hyyj8Syaj4e8dazounztm40uWNbiKRCQTHvBRwpwB94nFben/sYeEo9Qiur+5lvtsqSyJ5YUTMrh/myzd1XpjABxySTFiLM9d+GOmnR/hr4TsCnlm10m0gKf3dsKLj9K6akUBQABgDgClqywooooAKwbaSO3vJ2csxkuSgCErjJ6k8ZrerK/sdvOEhdSftAmwBjGM+3WkA+HQ4bfS57FHwkwYM4ijB5GM7Qu0/iD0qtcLbwxizQNmHYvPyqc9wBgfkO9bdcB4q8c2/hzX4bS90rWGW9mijiuorJ5bZTkL80i5VMlh97FAHf0UUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | ESM 1735 x 1408 Anden genstand af knogle/tak/tand
1 ornamenteret genstand af tak, lignende et hammerhoved.
Flad let opadbøjet underside, flade sidekanter, hvælvet overside. Ene ende lige afskåret, den anden let tilspidset, afrundet. Den flade underside uornamenteret, de øvrige sider ornamenteret med tæt-
stillede indskårne koncentriske cirkler. Nær den
tilspidsede ende ses på oversiden 5 klare indrid-
sede runetegn, samt 1-2 mere utydelige, næsten
bortslidte: tulkr ?? forsøgsvis tolket, antagelig et navn. Genstanden
har et meget lille skafthul, dobbeltkonisk indboret fra begge sider midt på stykket. Ved den butte end er på undersiden en flis afslået, men i gammel tid
da bruddet har samme patina som den øvrige overflade
Genstanden er ret slidt på den tilspidsede ende, hvor ornamentikken næsten er bortslidt. En sortfarning ses på oversiden lige omkring skafthullet.
Genstandens overflade er ellers gulbrun til gråflammet og hvid i bunden af flere af de udskårne cirkler.
Længde: 12,9 cm
Bredde: 1,6-2,5 cm
Tykkelse: 1,0-1,7 cm
|
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDwvw/oPjbwx8PLzT7nTPitpcSwzvJBYCSHTkVgSdyFfunPzfjUn7BjNF+1F4Ix0N1IMj/rjJXH+F9Ft9S+HcuoXGiw3tyIJmF9J4vt7Z8ruAP2VzvOMfd6tjjrXXfsG8ftReBB3+1S5/78SV6S3Rzdz9uV+7TxUS/dFSrXIzQWkpaSpAGpBignikpgKetJQTRTAKQ0Z5FFMA96SgGjvQAUUnpRQMdS02lJpDFFLxTelLSAd3pabSikMWiiigLiiigGikFz8CPCn9mr8NiJm8D/AGrypyBqQu/7RzlsY2Dy9393PHTPeu+/YKBP7Ufghf8ApvMT/wB+JK5i1+JU/iDwNdS6l4oW2v5YZkaxg8I2jRnIICidQCuRj5gMrn2rrP2BVaT9qTwWw7SzE/TyJK7o7ow7n7Wr0FPU0xfuinDvXKWPzSE0lFKwwoNFNpgL2oWkzgUmaAFopuaN1MAzijtTd1G6mA4UtMzS5osA7rS01aWpGOzS0ylpDHUoNMzShqAH5optOWkAtFJRSEfhP4Ji8SN8GZmtj8Sf7KFtcZ/stW/sjbl92cH7nXf/AMCrov2AWH/DUngoYOfNm7/9O8tctbaLpGs+CL3VNM8E2tlbNBNsmk8YRLJGV3fN5DkOxyvC4y2OM5rqf+Cf6E/tSeCmx0knz/4DyV2rdGPc/bBPu05ajjbpUgrmZoOFJmjoaSkMM0hpM0NTAM0mc03dSbsUwFZuKTdTGamF6YD2ak8yoGk+amtLVcorloNTlkyKo+dQ94lvC8sjBI0BZmPYCk1YDRVgqkk4A6miOaOYbo5FkXplSCK+TPi98Xby+8VJZPfGPTUfMVta53x8Y3SYPJIPTtk13f7OOoyQ3+p2PmrLbyxC4UCQttIKr0PqD29K5FWUpqK6mvK0rs963UhaqzTfNimmaumxFy1upQ1VRJUivRYRYzTs1CGqQHNSUSA0UmeKKkD8EPCd9p0fw1kEkvgVbg28w230N2dT3AtjBVfL3dNvOOma9G/YDmnf9p7wdGWYqZLhzz2+zyVw1nq2i6X4Fu9N0zxYbu3WCURR3Hgu23yE5JX7SWZ1zn72cr26CvQf+CfcIf8AaX8JvnJQ3C4PXHkSYNdkehh3P2YjqaoY/WpKwZoh9JRTRUjE70McU1vvU1+lUAMaZuoLVEzU0riHO1QtJSM/aoJJMNirJHs9R+ZTHeqd7qEGn27z3EqxRIMszHFMCzNdJDGzyOqIoyzMcAD1zXjHxm+LFrHpp06wuSybv37R9ZBg4C+2cc49K5f4jfG6bX7eWDSIGS0STarOeZiCQT7D09+a8Y1zWmnke4abdPtOVfuCenA4I9B7fj5les5XjHY6qdPqzD8VeJBca9PPLGWkjjDeXH1fceTjr3/SvWf2TfHrt46e0KFLO4jEAfPyhiGYKPclK8Q1GC6Wb+0IZ1urmUKyiIAgDHKHtt6/1rY+EGv6vo/iq9urQrBqSotxHGDwSHGeMY6MePYiue6jZ9rHU1dWP0aab5qTzORXF/DfxwfHHh23urmFbPVEULd2atny26ZH+ycHH4jqDXWq1exFqSTR5runZlxZM1KslUlepkanYC6rdKmU1UVuKnRuKgZYzxRTV6UVBR+FPhNfEg+Dz+SnxGOkm1uNxsS39kbMtuyP+efB3fVq7b/gn2zQ/tSeFEBOCtyD/tDyHOf5V59H8PxofhO6/tLw5pVzcW1vK76lb+L7Vm4DEMtukp3EcfKM5x713/8AwTxZJv2mvCzMxEii4Crjt5Elda3Rh3P2cTpUimoEPy1LmsGaIdupM9aaWppb5aQxWbnNMLU1mqNmqkhXBm61C70rNmoWbmrJB3wRVVpt0jKeopuoX0FhA81xIsUSDJZjgCvJPFnxoX/SrfSQkbIv/HxIwyR7Dt+tZTqRp7jSudj4q+JOmeGZfs2Jb++zj7PajdsOMje3Rfx5xzivBviv8V2urCWe/ljK4MUGnQORuc8BSepGerEDgHisTxV42jh00TW0n2+/vGKwrGcM/PzEA8j3OM815f8A2DrOpXLX+pRFyrOyL0jt0PUA9zjr3615k8RKppsjpjSTWptyeItTtYrN5RECwwY41Pft17AjpWR43mWxmi2lrWVh8/l/KAMDDZx3yfyqlrmuJDeWauy3EKFWfycFU6dCR6fr2rP8P3F34ouv7T1KyW4tAv7hbpssq78bQoP4Z9s9zWUtEmdclypJF7SfBssM0bXUnnSHIZBIFO7OO/bGfrmux0lUsLqGJIfs/nbkeTO8qw5GG/hAAPB65qjJIn25rgrvBbJYsWB44xySMcfh9Kzr7VFstUtHlkiiV8XKRmTLsFbOcHgA8Y/3s1g/e3NFGLjruesfCnxS9h8RNLt9P/ezSSfY7gfN8ytlmyo/u7cgnOMGvrNWwK+d/wBlvRRcJqWuTPHLMQsK/KNwyAS3TI4A7885r6FU5r2cLFxpq559dpzsiUNU8ZqspqZWrrOYtK1WUPFU4zVqOoZSLKniimpRUWKPwM0ibT4fhrLE1z4JF21vKCl1BdnUs5bADKnl7+m3nHTNeof8E7GP/DUHhYZ/huf/AEnkrzq01hNN+HMunT6rJa3AtZV+wyeEraXqW+X7Wx8wZz9/GVzx0r0b/gnOm79p7wwzHGEuSM9/3EldC3Rl3P2cj6U+olb5fWnbvlrNlC7qRmptMZuKLADGoWalZqiZqoQFqo6pqUWl2b3EuSq9AvUn0qwx9814H8aPHd/dapFoWlkC4uDsjbp5UYOJJT74BA/E9qwrVPZxv1KjHmZzvxC+JF14rv5ba2eKSGFsSNz5Sjrhc/ePHXp+VeeeKJtOXQ9905TLko6RndvzwwGOvXn0z65rW1rUrWx0+DTLTcEjXyyyLgk4PPTg8Z/IVyGpXCRfZ5ZDNLCqsAgcbck5G5Sc5OO1ePKTlp1O5U0raakWiRvYWn9pXcipcMnld2yODhf7vI/X2rN8ReJ5rmG4lDSKmzbhTtG0kjHXBzn09fes7WNcjuJsklIY8ZXAICj09OB+lc/HZyapdJd3FvFHbAssXlkksBnlsc5yPbrT5e+51cvK/M0dJSPWLWSefiaQpiOMkqoGCp2+h5GOOn1rpbaS5YI0sUcSrGofyiQp2E8tngHr+lZ0ES7jJBAAFjCEr0IB6dOoJ/X8K17WOPUgo8yRBIcSHBUrxtAPpkj8/Wk0SouWsjI1Jnuy/kOYjE4IVWy7nHOD7cGsyx8JzapryIt3PdT3REabm+70wnP8A3Acd/euu1jRYm2jTSsU2nx7LmN0bzdzgMNueueK9u/Zv+Eq2n/FU6lHKXkVfsUb5RQBkF9p56BcZ9SfetKdNzfKhVKijG66HrHwo+H9v8NPBVho0TvNOq+ZczyNuaSUj5ucDgdBx0FdpHUIOalXpXtJKKsjyW23dksZ+aplqFRViOmImjqyvaq6CrK1MhonXpRSLRWZR+G0d34q8QfC+51K8uviVqEM1lMZbqO6Z9MdRuB355KYGGz6Guo/4J0j/jKXw1g8CK649f3D15fpvh+2l+GT3p8PaXPILWVv7QfxNFHOMFvm+y+YGJHZduTgcc16Z/wTlkx+1B4aGOsV1z/2weunqjNdT9nVNLUStTs1AwZqhZqczVCx+Y0ALuqJmoZhUbUAc9441z+x9HYrJ5Us58tGzjbwST+Q/WvlTVL+e8m1XXw0iGa4+xxSZBCQordB/tFVP/AiOa9T/aI8Wm10rUYYN8rLF9nQRkgq7BgSOPXr/u14KviZ5vDS6JawAPOgkLSAbY+FDDkfewDjtzXjV589R9lodtKLik0hL3WItNurayYtPfzhjKsAWQwrjhnweMjHv0NYuoO0ky2qGeQRsMv8zYGM5PH6n0FOtdOg06OeTym86cszzyMG39g3c4IPOfXtWZfZm06WySF9sg3earAEH68HH+Pes4rU6lzfF1M/91dXStJFImnK2HH8LuCTye/fpj07VsrJbrfw+RHHbwZ3KyHOBk5A9D0+hUVVtLW2tbeO3KSRovIAzgn3J78D/wCvWpbwJH87hiMBlXAwRnp1zTZSj0ZPNY21nDP9nHn3DErFsfIGGyCWPO7bgYHfmksZbg3ljYrDJJf3B811iQsWYj5Qc9ee1WNL2KpjaVd5DGeMDa+ScAKScHjP5V9EfBf4X2ulW9v4gvIHN3Iha1jmGDGrc7yp6MeOO38rp03OVkTUkqcbM2vAvwe0jSnOr6pp8N1rFxFGr+eocRhRwOe/r+nv6UpCqAOAO1RhqeK9aMFBWR5cpOTuyVTU0fJqKMZqaNfmqyCdEGc96njqONc1Oi80DJVqdaiVamWs2MlX5RRQvvRUlH4L3HiDTtV8DXdxs8AWF1NA+LJNPulvlPIARthQOeo+bHIzXof/AATpf/jJ3w2NxP7q5yO3+oevLtI1mP8A4VhJaHV7tH+zSKLQeF7eSPJJ4+1lt4B/vYyPwr1L/gnS3/GTXh8lcEw3JBP/AFxauhatGXRn7Jq3Sn7uKrq3HWpC3FSMTdzTZPaioLy6isbeWedxHDGu5mboBQA6uJ8afFLS/CavF+8up9p+aABkiP8AtHPauI+I/wAXWWCVbOSS2soxhyv33zx25/CvEta8UR6rp15YxwXUlzdDAZk5OScdCT0xXmVMXramvmdMaL3kUPGnjbUdalK32xFjkZl5wGPqxPXjcfxNc/tttUksxE3lLbjfJcLklwPb8cflSXnh/U762WJzIlshIkLLhto5Iye2M5NaYhmWz2xogTJESoQMY6D+Q7muV26HUlfqVL65guGkLs2Bx3UkDkfQ9elY0bR+VLNJIYEU/I7kqGB7Anrk/wA61ZITdxTRzRzBVQkuxyhYfe4J69R/k1Bp9vFIJIpQr3LH5Y5AQcg4B56kf5FNWijfZW2LVjpLX2xi3mIG++mMrnqW9/8ACpNQuItMaFQ7RSOd6hVOGxwScn0zUlroMsUFvK0oijkYR+dIRtRuc9Ov5fjSyaRea74nsvD+mSf2nfXCnyZ4Y/lhH8TO3O0DPX34zS5XLYzvBSsnc9a+DvgDR/EkyaxdW32w2xQi4lJ3GYfMy8HG3pxjnvX0CrZAFcv8OvBMHw/8I2Giwym5eBMzXDDBlkP3mP8AIewFdRH1r2KNL2ULdTgrVPaSv0JFqaPmo1FTIprUwJI8hqtRrmoVXPNWYxQBLGMVYjqJVqZBSYyVBUqUxakWsyh69aKF60Uhn4TGG8b4a3M2jQfESLw99mk8rzr1Tp5TJzuVVAKZzn8a6z/gnaxf9qLw2T/zxuf/AES1eX6Xo9q3w6e9bQdGllFu5F7L4ljW5GCfm+y+buyOy7ecDjmvUP8AgnhLu/ae8N/MRmG5+X/ti1brdGfRn7KKelS1CnapsUgGtXlPxO8UefdmwhkJgiBEijjL8g/XFes7eK+T/Hl8uoNftqXnWiwzN5pVmUhs8gj9O/WvPxkmoKK6m1K3MYEcfhfTLhFvriMzLuOHd2wPfbx1PU/0rYutSt4bRYLKJbeNgRI1qnl5BH3hj6CuCk1nRLGUTGGKQOQyvKpPU9ieKl8Np4r+IUrr4d0SS8sxuzebljtkIGApduGOSOmSMdPXzYwcpWVzaTvE1dQ+1zaf++ZQr9FkIyenX0x/U9K5q81LyLOS4uZd/kKVMbYJXkDHtzXpQ+D/AI+vbBYbhtKtWdAGIunLA/8AfsgfgTWbb/sm6jql2v8AbniKMWu4MwsUYyPzyMuePrz9K6o4epLoaU60ae6R5RY+JbnU7pLVbFt75VViBcRrycbcZ/EVJqmj6nYhUn0nxEt9NvlitrfS5ZSVxxjK4PTA79T3r6y8BfBrwx8OmabSLFlu3G17qZy7t/QfgB1ruUh6V1xwi3kzKeIcnfc+Ovhz8DfGvxGs4m8SW83hzTTMJlkuAY7rZgjy/Kzx2JJ2jk8Gvqzwf4D0XwLpv2PRdPhs42O6V0Ub5m7s7dSa6FY6kCZ7V1U6UaexjKpKejI1Wplj6UqR/N0qdY+1aGQ1UqdU6UKtSqvpSAdGvFTotMRalVeaAJkFSrUYqVaXQZKtPFR05azKJQAoopM5opAfgRcWui6Z4NubSLWPBGpXEcDhZo7TUPtrk5Pys0Spu54zgV6N/wAE8Qf+GovDJ6/ubr/0S1edabq8i/C17b+3bxE+zSL9iXw3C8ZyT8v2rduwf72Mj8K9I/4J1oW/ag8O89Ibo4/7YtWq+JE9GfsvEvAqwq1FCvSp1piF2/LXi3xu+C+peNZRf+HGtIb1x/pEdwxQOQMBgQp5xwc4r2rNJ9KicI1FyyGnZ3R86/Cv9le10e6/tbxqtprF+B+5sUy8EZzyzZxvPtjaPfjHuTWUVvAkMMaQwoAqxxqFVQOgAHQVqmq8i5ohCNNWiDbe5hzW/PSojb+1a80PtUPlfLWlxGesNLHGcnirohwaPLw1FwIBEakWPFTbOKcq4pARpHz71IF5pyr81P29KAEVakVaVVp4WgByrUiimqKeBQA8cU+mrT1qWNDxTs0xadUFEi0U0GigD8Kbrw34o0H4Zz2uoaP4+s1itH83E5TTY1y3DRlPuYwTz3rsP+CdA/4yi8PD/phc/wDolq8tj0y2k+HH2k6P4fmmW2f/AE5/EQW8yCfm+zedy3ouznjjmvVP+CcfP7TuhZ6LbXOP+/R4rX7SIWzP2Xj6Cn1CrdKk3igB5amhuKQtkGkHSgBeuajb3p26jNAETLULR1Oxpj0AV9tG2n/Wg0AM296XbS9aU0ACinKKReRilU7TQA+nLTdwpV9aAJQaetRK26nD71AEtSKah3Yp6tSYEq07NQq1OLfjU2KJsiiow+Vz0opWA/Amxn09fhm8Ul/4TS8+zt/o8ml3J1Ddk4HnCLZu9DuxyOa9O/4J3XXl/tPeHVztUwXP4/uWrwfUPjD421jTp7G+8Vavd2dwpSWCa8dkdT1BBPIrG0DXdT0HUEvdJvLqwvYgStxZyNHIgxzhlOQMU1JJpj5XZn9Ekdwu0fNUnnDjmvwMX45fEqFf+R18SoFUMf8AiZzj5T0P3uhyKsp8fPifCpH/AAnHicHcFI/tS44PYfe6mq5kTys/ezzlx1pFmGOtfhKv7RPxOjt7Zv8AhOfEuBuJ/wCJnP8AMQTx96myftK/FHAI8d+JPmG75dSmxjp/ep3QWZ+7ZlHrQJh61+E6/tOfFMEH/hPfEiEc5/tObv0z81WV/ai+K4bDePvEQTdg41GXr+dF0KzP3NaUetNMg9a/D3/hqr4rIqMPH3iEnlSPt8nOO/X/ADin/wDDWnxZkIx4910FecfbHwRn609O4an7eGQetI0g9a/Eab9rL4swrGx8fa4XYZZPtb4Ve3fqef0q+37Wvxbe3iePxprBZRtb/STljn/A0aC1P2qEgx1o8wV+JZ/a8+LW8H/hN9ZVs4I+0t/KpH/bB+LZzjx1rQOOCJyM/hzRp3HqftgJOad5g9a/Exv2yvjAq5HjrVwf+uuf6U9P2yvjAsTKfHer7uo3SD/CjQNT9sPMHrT1kFfiYv7aPxf2rjx1qhbGCN49MelOh/bU+MUbKR461NkBGdxUjv7UtO4an7Y+aAetSeYOua/EZf21vjIMkePNUP1K/wDxNXNP/bg+L8cwE3jjUmjcFCzbDtz/ABD5eoOD+lF13CzP2vEgNPEg9a/FL/ht/wCM0M6QP41vvkfBO1OefXbzTW/bq+MbLtbxrfqDzuiCZHX1Xmi67hqftgJB607zB61+JUX7dXxlt2IPjm+nDDhikY28jnG3mlj/AG7vjQI5F/4Te9Lk8FkiOPb7lK6HZn7a+YD3or8UR+3Z8a7rEkXja8WRB+8jEMW1vcfJ+n5egKd0B8wBvlAr0D4PyBdU8RZ6f8I9qQ/8l3oorCO5rLYvap8UrLUNP1i3WzlDXmjaZpkbMRhXtRDvY+zeUcfUV1WjfE6x8V+Pre3trOaFtU8Y6fqiGTbhI03IVOD1y4PpwaKKuMnclxVitcfE/TdBvdJtZLOaQ6XqGtSyMm0+YLlBGmOexUk+3SsS1+J2nQ6Tp1o1rOXtvDN1ojNhcGaW4mlVxz90CUD1yDxRRS5mJRVjZ8f+KrTRpNZ0uWB3m1TQdAWJowNqeXa2zsT9QO1WJvjPoc/iqbUmsLoW8ni+HXtvlpuFumcp9773PTp70UU3JpijBNIuad400/w/4S8IazdwySWz3fiGMIigvultoo06kcBnH0GawLX4oaRDpVtbNazGSPwpNoh+RcGd7p5Q3X7u1hz1z2oopuTRMYpm3qXirT/FPhLxzqNnbtHBHa6DbgSIoYNFGschGOxZD9RTpvjL4ak8YXWpfYrgWcnjWDXwvkJn7IhfcmM/e+YfL096KKbk7Jgop3Ifht4q0zWtV8N6WluTcWja1czGWMbWWW1zGAfUbG+nFY7fEbRDo8NuLeYSx+F30jPlLj7SblpN2c9Npxnr2oopczsPlV7E+qfEDRNWs9Ytre1lWa+tdFt4MwKArW0KJOSc8bmBx6966fxN468P+E/iprcF5anNn49/tKQRwKw+yRu4dAO/XhelFFPmdri5Vexy3h34keHNLh8Ox3Ns7mxGsGc/Z1O83EOyDvzhsZ9Kv694g0nw94f0lbiFfO1HwSIIPLiB/wBIa8chj6fKrfN1ooqVJ2Y+VXRneIPiL4a1Gx1yOG0ZJLqHRUt28hRhre3CXHIPGWyffvXXQeMvDcdw/i77Kq6IPH63uPs67/swDSbdnpj+HpRRTUmDijkfDvxE8PWdn4d+1Rl5bGHVo7gfZ1O4zwMlvz/FhiOvTFXdJ1rR9f0HWza2qFtO8FpDMzQqP9IF9FuYep2uBu69aKKSk2DilqUdc8e+Gb231n7PbgfaH0byP9HA2iC2MdwPbLHP+11rpfB/ijwz4o+JOnWlpZRMt543k1CJJLVQps3ZdkZHYdfl6UUUKTuOUUkzmdB8deGdIsdBt7q2zPaabrFvdN9nB3TTxSrbnPfDMnP8PWiiilzMpQR//9k=) | SJM 1001 x25 0809 Rideudstyr eller tilbehør af kobberlegering
Stigbøjlebeslag udformet som dyremaske med store mandelformede øjen, samt aflange ører. Bagsiden udfyldt med bly. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0010.2 010101 O1 gods-side
Sortbrændt sideskår 3x3 cm. |
![](/grafik/intetbillede.jpg) | ASR 450 x10 010101 O1 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0434 010102 O1 gods-rand
Sortbrændt randskår, meget groft magret. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0441.02 010102 O1 gods-rand
Samling skår (jættestuetid); 2 randskår 3,8 og 4,1 cm. |
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) | ASR 143 x011 050702 Hulglas, rand
|
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) | ASR 5M74D D05084 0604 Uforarbejdet rav
1 stk. uforarbejdet rav. |
![](/grafik/intetbillede.jpg) | SJM 1276 x01 010301 A1 gods-side
Et skår af halvkuglekar fra samme kar som randskåret. Dertil et tyndere skår fra et andet kar. |
![](/grafik/intetbillede.jpg) | SJM 1276 x01 010302 A1 gods-rand
Større skår af halvkuglekar med en kraftig godstykkelse. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 01030203 A1 gods-rand-lodret
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| ASR 5M74D D03423 080701 Fibula af kobberlegering
Fragment af skålspænde, Jan Petersen type 37, JP37
1 randfragment af større ovalt, bukkelformet bronzespænde med knopper og båndslyngsornamentik på oversiden. På undersiden ses to opadstående parallelt anbragte afrundede rygge, der har tjent som fæste for spændetornen. Sammen med bronzefragmentet fandtes en forrustet jernklump afsluttet med en sømlignende spids, totallængde ca. 2,7 cm, der muligvis udgør en del af spændetornen. Bronzefragmentets længde, ca. 7,7 cm. Br : 3,45 cm. |
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wMvlzTLgEO2SNw9SB+hrV8O6XbWcccwVXRm+Y4BPqOMegJ49K9Km0m0X4W+HLDYCNSuHllMgxIygBBkgdAwYAHONp4+YivL/FWkz+EdStYBLJmOYSxTEDDx7chl5IIJ7gnpQrxS1HpezR7jN4Xh8PeHtN1GORLvT9YtXnhkVQzBI32NuXqDuXH0B616h+yV8EX+KHjqLXdSs9ug6Wd1upGEdwSC/vjBAz1JJ7Vn+Efh5dfGrw/8NNJsxNcWkOmTR3EkB27Cbl3CnjvuJPTA544r9Bfhn8PLD4a+GLfSrKOMMADK8ahQzY6Af3QOB/8AXrRamUnbQ6q3t47WCOGFBHFGoRVXoABgCnYp1FaGY2kNKaKAIpPu1+W//BW2Y2/jDwM4G1vslztdTyDvTt6V+pEn3TX5Wf8ABXWQ/wDCbeCAD0sZz0/6aL3/AAqXuhrqfntcOXk/Lp0r0T4c+AvBvi7Wb218T+O4fA8FvGoSa4sJbvzpAAGUBCNvOeprz/zjFIjgAsBwdowDXdfCn4W2vxJ1W7tdQ8W6H4OijiEsdxr05hSbJxhCFOSO+cVoRLY9Qm/Z/wDgoikD9oax34O0f8I7ckd+uH47UVL/AMMf+GwGZ/jn4AUYyNuo5P0xiipZKfmfuO3So2WpTSbaRsV2WozHVll/CmlaQFVo6iaP5jV5kzUTR0AU9tebfFP9nvwP8XdHuLTXNBs/tbxNHDqUEKpcwE8gq4wSAedpyD3FeoNHTDHigD8lvjR+xD4y+COmXF1Zp/wkOn3Emx9Xs1KrbRAbi0qZzHnHXJUYHzc4r5qv7WPUL61jhmMMcO2JOCTxjLkDsTmv34urOG+tZra5iSe3mRo5IpFyrqRgqR3BBr4X+Nf7A8Gj6tLrXgi0Nxo7y+dJpsas9xanI4j5zInB45YZ79amxopdz4ds/EmoeAdF13TVlXdeRtablHyyR7txYeoOBiuW8F6hNvls4iubvClSOchsjt+grV+JOn3beKdQjeJotkzRBHBDKFO3BB6dK5rSLO/0+/ilji3BSecZ7VK11LPdvGepT2cejaKu8HT7URuHABDMzOcfgw6jgj8as+CvBer/AB58QWngiw8hdQ8xbiB7lSPKTLCQblBwD5m7HTK/XNSfxVceOtN0mK7sXuNdVvJiuQD5twGPAY9WPOPXFfoz+xj+zevwh8Ltr2sW+PE2qrvfzFw8MZAwvsf6fWklzMUnZHqPwV+Cuj/Bvwxb6fYxRyXxjVbi7C4LkADA9uB9cfgPRqFpa3MApGpaDQMbRRikoJIpvumvyv8A+CuTBvGnghS6qBZXB+5lj+8Xocf1r9UJPumvyu/4K2tDJ468GQOmyU2EzLNz/wA9B8p9v5VL3Q11Pz7tpLVJT9pSVo8YBjYBgex5B4rs/hT8JdR+MWsXVjZa3oujyW0auZdc1BbVWBOAqk8sfYDiuFnjaMlSMEda774PfBfWvjJfX1ro19pdnLaRh5Dqd8lsCCcfLu5b3x0rRES2PVG/YZ8TLGf+K98AnjcV/t5c/wDoHvRTbv8AYY8e2yM6eIPCMoVSwCa4gJx9QKKltLcha7M/c2ilpRQbjKTbUlJtoAi2+1NK1Nigr+NICv5ftTGjq1tppWgCmY6FXnFWvL9qFj5pWA8M/aA/ZF8J/Hq3N86rofiiNcR6tbRg+Zjosy8bx78MOxxwfgrxt+zDrXgPxNJpGsaf9kuvNH2WRPmgvlzgGFzwxwR8vDDuK/W+NcCsnxR4M0PxtZ29pr2mW+q21vcJdRR3Kbgkqfdce4yfwJHeiw7nyt+yH+yVD4XMXjLxXZg6ju3adZSjPkpjh2HZj6fSvsKlVQowBgU7FMQ0fSlopaYCUUtIRmkAhpKU02mSRS/dNflT/wAFcNy+PvBjcMh0+VccZz5v5j/PpX6rSfdNflb/AMFaZIj4+8HxOuJP7PkZHz/00IwR6fhUvdDXU/PxLgKyAhWRTgMw7HqD7V1nwt+CvjP4x6lf2Pg7Sjql1ZxiWZBcRRbUJIBy7KDn2ri7gybtrEnaMAE9B14rs/hj8OPGnxGmvIvCOj6lqklmqtNJpyMWgDZxkjscHj2OO9aIiWiueky/sJfHKOIu3g87Qu4galaZx/39orNuv2Y/jqvm7/CXiFkQHc24kY7/AMVFS7kp+Z++1FFFBsFFLQKAEpcUHilXpQA2jb7U5qKAGbaULT6BQAUq0rUgoAWlFJThSAbRzTsUGmAnakpaSgBGptONNNAiKU/Ka/Kv/grREJfH3hHawD/2dJwZFHHmnHBPuefav1Tm+6a/KX/grREsnxM8JFjtxpT8/wDbZqXVAtmfAawvIrCRCFH8bDpXcfCXQ/iRrGpahD8O4NcluY41N1/YhkyEz8u8p2znGa4SST5sIxCr07E123wvv/HUE91/whr62JmAW4bRzKG2/wAIYx89zwTiqIlselyeAP2lvJuPOsPHZhZCz75rkHABPHzZ6Dp3446UVl3+vfH1cQyXvxAjHKANJeMDnPGevrxzRScX0RKl3Z++FFFFBsLSim0o+7QAdTTqbTqACgUUooAQ0CilWgBaKKKAFpabS0AKDQ1NooAWkooagBGppp3WmMOpoEyOX7pr8pf+Csvkv8SvCsZdzP8A2WxCDABXzm6ccnOeOK/VmTla/Jr/AIK2YX4reFGJVj/ZJATByP30nOf89D+MvdAtmfAzKm4kOR/vCu1+G/j3xz4BvL6XwTrGp6bJOi/aRpjN86rnbuA64ycZ9TXFSMJjno/f3rvvhL8avHPwem1GTwXqTacb5FW622sU4k2525Dq2Mbj09asiWx2Mf7VXxwhDl/FmuMo+8WXpwe+2ith/wBuL42HT7q1n1tZYpkKMw0y3UoDwcYjxz7g0VLT6Ila7n7t0UUUzYKKSlBoAdS03JpVoAKWigUALtpaKKACiikPWgBaKM0UAFFFGeaBBQaKKAG0lK3FJQIhk+XK/iK/JT/grfMD8XPCkf8AEujFj9DPJ/ga/Wu6H7skclea/I//AIK2TL/wubwwhUN/xI1bdzn/AI+Jvepe6KWzPgtj6V6J8IPjr4w+C91qE/hO/isWvkRbjzbWOcNtJ2/fU4PzHp6152+09ARXofwg+Nmr/B9tTbStM0bUftwQP/a2npc7Cm7aV3cr949OuB6VZnLY9J1L9u74y3dnNA2u2YhnQo+3SrbkEYPWP/OKKbfftseMtS0+6tpPDPg6OCdGiYx6HHlcqRkZPXn9KKzkk+lxRP3d3Um6vx/k/wCCpvxcZsJNow6j/kHj8/vVoR/8FUPiWbGQeXpj3MZVvMFoNrDgHjPT9fm69q0v5Gh+t+6gNX5Bj/gqZ8WGVSf7IUFySfsQ4HHA56frVyP/AIKpfEu3UtPBpkrlcCNbYKO3Pt/9fp0IL+QH647qXdX5Bzf8FU/ivcN+7j0GyRecLYs2cD7vLnrUMn/BVH4t+XHs/sZdqkNmxyzHHrux156Ur+QH7CbqUMK/HRf+Cq3xh3fd0L/wA6fT5qsR/wDBVb4ufOzDRCSDiMWPC5zznd2449vzL+Qz9hN1Lur8e7X/AIKsfFwSMsq6JJmMhf8AQsYbHB+9+lV5/wDgqt8ZF2BDofQZP9n5z/49Sv5BofsZuppavx0h/wCCq3xiGC76G/cj7Bjv0+9/nNadt/wVS+Kl3GYCukxXIRiriyDb2CnAxuGOcfl36UfID9d91LvHrX49a7/wVI+MFnqjQQyaPGsSLFIGsQ2ZAoDsOeMtnj6Umm/8FTPi/NfRpPLoohLEELp44yMD+LsSKNewj9hfMFLuHrX5Hab/AMFPPix9nhnnOlzKokEpayWNCwHynOefoMGqdx/wVQ+KUFnJsk0m5upQRv8AsIWOHn+EZyxwOpIHJ46Ua9hH6/bhS5r8eJP+CqPxam1KT7LJpMVq7KY45bFSV4AIzkcE569OOe9Q33/BU74xi7eNLnSYFQlP+QcpB6jcc8/56Ua9hn7GsaSvxsX/AIKn/GQwSb7/AEpZNw2MumxkAc549en5VVb/AIKofGvcdupaTjsG0yOi/kHzP2Ym+6a/IX/grY2Pjh4bTjA0FMev/HxPWDq//BT744WcscY1rR5Q8McgaHTYiPmUNg5HUZwfcGvnT43fHrxZ+0B4oh17xhexXeoQWy2kRhgWJVjDMwGFAHVmOfelu1oNaI85frXoPwj+K0HwvuL+WbwZ4c8XG6CAL4htGuBBtzzGAwAznnOegrz1mHBHWvQPhL8VLH4aTX7X3grw/wCMRdqgRddgaXyNpPKYYYznnOegq0ZyWm1z0vUP2srDUtNu7U/Br4dQGeJ4xNDpBVkypAKnd1Gcg0VIv7WnhxgvmfBDwCSrZU/Ym447jdzRUtKW7f8AXzJjeO0UfPnnHGKfDKfMxnAPBrvvjb8O9O+HHxd1/wAN6dNNLpljdeVDJcOGkK7QfmIAGefQVP8AHn4d6Z8NfiXc+H9JluJrOK1tZg9yQXLSQRyMOAO7nt+fWrsXzI8+imEZLsm9V4weme1V2mLMxJ5Jr0/48fDzT/hzqnh2ysHuCmoaNbapKJmUkSSg7gMAYX5eBzjPU0z40/DHSvh3b+BJNNuLiZtc8N2ur3X2hg22aUuGCYAwo2jAOT70C5jzTzjuqWMboeSBlwFLHA9/6V6J8Sfhrpng34d/DfXbK5uJb7xFY3FzdpIQURknKKE4GBtxnJPIqXxp8M9N0P4H+BvF9tNcvf6xeXttcxuy+SoiZQpQAZBOWzknoOlAcx5nDIFJbqqj/IpnmlsnPNen+IPhlpOm/s/+FPGcE902ranql1Z3MbEeSqxhSm0YznB5OSOaa/wv01f2c28ei4uf7VHiNdH8k48nyvs7SFumd24euMUw5keZrIWPvSSMykkHocGvUfBfwt0vxB8CfHXjW4muV1PRLq0gtoo2URMspYMWBGSeBjB9ah+F/wALtM8afDf4k+IL24uorvw3Y29xaRwlQjvJMEbeCCSAuemOe/qrBzHmKyHcRVnTmLX0BAzhgx+g5Nel/Bv4U6b8QPCvxD1K+muI7rQNJF5ZJDIqI8pcL8+Qflx6Y+opvwN8A2XjPVvEn2i4njbR/D+oanug27d8MeVBJByDnB6fWgXMtTiPsE2sXE07tm4J3vHH8ztk/ex296WS9s9J2rAgnulIO/O5V9iSPmP0AHHU13P7PvgWy+LXxLtfDOqTz2unSW11O32IqkjNFA7oMkHuo7Hv9apfs+/DXTfit8YdF8L6rPcQademcyPasqyjZC8gALAgcoB0osDe9zjLy+e5ZiWYtkgLknjB6Z/Cs2ab9420/Lk4/OvQPhH4JsfHXxf8MeG795V07VLqO1ma3YCQKflOCQQDx1way4PBdpJ8YIvCjSTPYPrS6d5isPMMZmCZBxjdj269qLD5kcjHNtcEdQasSXn2uEeZzKoAEnqPQ13PiL4e6bo/x+1HwXDLcHSLfX5NMWRmBl8kTlMk4xu298de1V/jB4D07wJ8XvEHhjTppn02w1GS0hedgZNoPG4gAE8+gpWC6OC3M4OKj3/hXpn7RXw30z4T/GDXvC2jTXE2n2LQeU90waQ74Uc5IAHVj26UfHv4Z6b8NPGmm6VpEtxPbXOkWN85uGDMJJoVdxwBxk8exosHMnY8yZj3PSmt0z2z616p8fvhjpnwy8UaFp+lSTyQ32i2WoStcOGPmyxhn24Awuc4BqL9pD4a6X8J/iZNoGjS3EtitjaXCtdMGctJAjt0A43MccUNApJ2PLt1APOaTgUmfSkULzRTWNFAH1f+0x+z18Wtf+PHivUNN+F/jTUdOkvN0NzaeH7uWJ12ryrLGQR9DVr9pP4H/FLxl8ZrnWNE+GHjm+097WxRJ08MXwUMltErDmLqCCPqDRRSu7iUVZE37SfwN+JXjLWPB02ifC3xxeiz8M2NldSR+Gb4BZ0U7lIMXUZAqv8AtAfA74p+LYvh0umfDDxzfnTfCVjp90U8M3w8qdDJujOYuoyPzoooUmPlQfFr4GfFPX/hf8J9Nsfhh44ur7SdMuob2FfDV9ugZrliqtmLrtwfpir/AI4+AHxWvP2a/hrpUPw18ZT6jaahqTXFlHoF20sCs0ZQugj3KDyQSOeaKKakJxSsReJPgj8Ubj9mvwj4fi+F3ja41e01m8nmsv8AhHL/AHRRsq7WI8odee570SfB34ot+y+fDQ+FPjVdaHipb1bH/hGL5j5H2VlMmDER97A60UVPMx8qJvAfwZ+KGmfs6fEjRLn4X+M4Nc1C7sGsrP8A4Ra9BmRHYu2PJ2nAPeovhP8ABv4qeH/hL8V9Nvvhd41ttS1SwtItPh/4Ra9VpnE/zgbYecKSefT8yijmYuVFj4B/s/8AxT0j4d/Fy31L4aeMbK6vtEjhtIbjQLuNp385SVRTGNzADOACcZqr+zj8Ffin4QufHUWr/C/xpp1vqXhfULOOSXwvfFpZnjAjjXEXUkn0ooqm7IXKm2ip+y/8Dfij4H+MFpq+t/C/xxp2npZXsZnk8M35G57aRVHyxd2IH41L+yp8Dvil4G+O2iazrXwv8cabpsK3QkupfDV9tXdbyKAf3XckD8qKKnmaHyp/Mp/s/wDwH+Knhf41eEda1b4VeNrLTrTUlkuLiXw1fYjT+9gRZwDk1T8P/s6/Flv2g9M1eT4WeNYtM/4SOK6a8k8OXixrF9pDFyTFgDHPNFFWnqJxWrL/AI6/Z/8Aiqf2nNZ11Phb42udK/4Sea7F5b+HLuSN4vtJbepEZDAjnIzUPx++AvxT8SfHbxHrOl/CzxzqGlT6k1xFdQ+Gb3a6lgcjMXpgfhRRU32Hyrcm/am+B3xR8e/HnxJr2h/C7x3qOlXTW5huU8MXwDhYI1PBiyMFSPwqX9pT4HfFDxx8RdN1DRfhb46vLOPRdOt2kTwzfALIlugdOYeoOQfcUUUuZhyod+0d8EPid488aeHLvR/hd46vba30DTrSaVfC9+uyaOIK6/NFng/h71N+19+zz8VfFHxqvbzR/hn4y1Ww+wWMaXNloN3NEStrGGUMseMgggjsQaKKd7oXKotWPEv+GWPjT/0SDx7/AOEze/8Axqg/sr/Gn/okHj3/AMJm9/8AjVFFBYh/ZX+NP/RIPHv/AITN7/8AGqKKKAP/2Q==) | SJM 894 x075 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem, lille fragment. Tydelig skrift på begge sider. Før ca. 820. |